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I searched for images of nurses to count how many of the first 20 images had a female nurse portrayed as the center/main focus of the image. Out of the 20 images, 17 of them had female nurses as the focus. Here, x=17, n=20. With a confidence interval of 99%, the results for the confidence interval are (0.644,1.056). Overall we can only be 99% confident that 70% of the images of nurses on google will show female nurses.

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I looked up video games in Google images to determine how many images contained a video game controller. For 20 photos, 13 of them had a controller. For my case then, X=13 and N=20. I had a confidence level of 90%, with 13/20=0.65=65%. Therefore, my data yielded the following:

Lower bound: 0.475

Upper bound: 0.825

(0.475,0.825)

We can be 90% confident that 65% of Google images of video games contain a controller

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So based on the data of 17 out of 24 "successful people" images being able bodied, with the confidence level at 90%, the confidence interval would be (0.556,0.861) but when I changed it to 98%, the interval changed to (0.492,0.924).

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I searched up "baked goods" on google looked at the first 20 pictures to see how many had cupcakes in them. In the photos only 3/20 had cupcakes in them.

x=3, n=20, p hat = 3/20=.15

with a confidence level of 95% the CI is (-0.006,0.306)

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Hello Everyone!

I did a search on "Family" to see how many same sex couples would make an appearance.

Out of the first 31 Images (I recorded all the images to where faces were clearly seen), only 2 Images had same sex couples. With 90% confidence, the intervals were (-0.008, 0.137). Now with a confidence interval of 95%, the intervals were (-0.022,0.151).

Mackenzie Her

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I looked up "Coffee" and 8/20 of the pictures had coffee beans in the picture. That means i have x=8, n=20, so p hat= 8/20=0.4. With a confidence level of 90%, I have Zc= 1.645. Using the give formula, CI is (0.22, 0.58)

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for my example, I googled pole dancer and counted how many women were in the first 20 images, 20/20 were all women. That's a confidence level of 100%. I hope i did this assignment correctly.

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I searched up "Wrestling" and I was looking for pictures of the sport of wrestling (collegiate,HS, etc. NOT WWE or others alike). out of the first 30 pictures, 23 had the desired outcome. With a 90% confidence interval, the lower and upper bounds were (0.64, 0.894) and the sample proportion was 0.76.

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I searched up flowers, and i was looking for roses. out of 29 pictures 11 had a rose in it. So here is my data. The confidence level is 90%, the upper bound is 0.528 and lower bound is 0.231.

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When searching for images for “successful person” it had been recorded that 17 images out of the 24 were of able-bodied or active persons. From the data, the CI for 99% yields (0.469, 0.947).

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When I googled "successful person" there were 17 out of the first 24 images that showed an able-bodied person. This means that the confidence interval would be 90%, (0.556, 0.861).

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I decided to search up "single farm animals" to see if there were more cows than any other animal. I counted to see that in 20 pictures there were 26 animals total and there were only 5 cows. With a confidence level of 90%. x=5, n=26, p=5/26= 0.1923.

The CI would be 0.065,0.319. -fernanda pineda

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I searched "mathematician" on Google to see if there were more men than women mathematicians. and out of the first 20 people I saw, there were 14 men mathematicians and 6 women mathematicians. CI: 95%, x=14, n=20. 14/20 = 0.7 or 70%.

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I searched up "pumpkin patch," and I counted to see out of 20 images, how many had a family pictured. 1 of the images out of 20 had a family in them. The CI is 0.438

-Jordyn Marshall

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I searched up happy on Google and wanted to see how many women were shown, but to my surprise majority of the images were just your basic yellow smiley face. Instead I will just count how many humans rather than an emoji are shown. Out of 30, 8 contain a human being. Meaning 73% were just a picture of a smiley face.

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For this Padlet, I searched up "Origami" on google images and I looked through t20 images. Out of the 20 images, 6 of them were instructional pictures on how to make some folds. With the CI at 90% the upper bound is 0.479 while the lower bound is 0.092. This was really fun and the sheets really helped. Have a nice day.

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I searched up "cute pets" and I wanted to see how many of these images would include cats. Out of the 20 images I have searched only 4 of them had cats. The confidence level turned out to be 0.2% -Julianna Chen

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After searching for "cute puppy's" I reviewed the first 34 pictures just so my data could be different🤷🏽‍♂️. Out of those 34 pic 29 were small dog breeds while 5 were large dog breeds at a young age. Therefore, x=29 n=34 p=29/34= 0.8529

The CI is 90% (0.753 , 0.953)

Which is 0.8529 +/- 0.09991

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I searched "teachers" and look at 15 images and out of 15, 12 of them were female teachers. With a 90% confidence level, the upper bound value is 0.97, while the lower bound is 0.63.

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I searched the term "successful person" and 25 of the 25 first hits of one person were men. The CI at 90%  is (1,1)
Mario Madrigal

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I looked at 40 images of Baristas, looking for ones that showed a barista making latte art. 12 out of 40 images fit this description. With a confidence level of 95%, the upper bound ends up being (0.165) and the lower bound (0.465).

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I found 10 images out of 27 who are successful people at San Jose. x= 10, n=27, confidence level is 90%, Z-score is 1.644854 and standard deviation is 3.2 that I calculated and my sample's confidence interval is 8.987 to 11.01 as for my successful people at San Jose.

-Devin Nghiem

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After searching "successful person" on google, I found that out of the 24 images that appeared, 17 were of able-bodied people. The confidence interval with 90% is (0.556,0861). These results match those of other classmates as well

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Using the data given, the upper bound value of the confidence interval is 0.861. The lower bound value is 0.556.

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I chose nursing to the deference between female/ male representation. I got 28 photos of women and 2 of men. this is showing more of a "women's field" interval 95%(0.844,1.02)

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for my example i chose to google image search "rollerskaters" to see how many male-presenting individuals were represented in the search results. 5/25 individuals in my search results were male. this gives 95% confidence interval (0.2, 1.96)

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Because I will be entering the nursing field. I decided to look up "nurses". To see the difference between female/male representation. On the first page I counted 28 photos of women and 2 of men. This is clearly protraying nursing as a "womens field". This gives a confidence interval 95% (0.844,1.02)

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After searching for “cat owners,” I studied the first 25 images (with human appearance). I wanted to see how many of these owners are female. I got 16 images out of 25 that are female. That means I have x=16, n=25, so p̂=16/25=0.64. With a confidence level of 90%, I have zc = 1.645. Using the given formula, I found the CI to be (0.482, 0.798).

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I did my google search on "beautiful women" and counted how many Black women were in the first 20 images. 2/20 Black women were showed and it was the same Black woman. It was a model named Lupita. The confidence level is .1%.

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I did mine on "outdoor climbing." I recorded 17 out of 24 images were people on a rope, with 7 without a rope.
The CI is 90% (0.556,0.861)

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Hello, I did a google image search for dog owners. I wanted to verify how many were women. Out of the first 15 pictures, 9 were women. This means that my N=15, X=9, and confidence level of 95%. If my calculations are correct then the CI = (0.7321, 1.5771) and we can be 95% confident that 60% of dog owners are women.

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I searched up inspiring person. 16 images first popped up showing 11 people who were smiling. The confidence level for the amount of people smiling was 69%.

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I searched the word doberman.Out of the 20 images I saw 10 pictures the doberman ears were cropped and the other 10 they were natural. The confidence level would be 50%.

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I chose to search "happy person" I wanted to see of the 24 how many would be a woman. My results were pretty surprising, 12 out of 24 were women! I guess I could say there was an equal amount of happiness. Confidence level of 50%, the interval is (0,0)

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I did a Google Image search with the term "successful person". I then counted how many images appeared to show a person who looked happy out of the first 20 images I saw. I counted 11 images that I could interpret as the person in the image being happy. Therefore the proportion would be 55%.

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I searched up "Starbucks Worker" and counted how many male workers can I spot in the first 30 images. There was 14/30. The confidence level is 95% when I inputted into google templates.

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I searched on google images "single parent" to see how many of them would be females. Out of the first 30 images, 19 of them contained female parents. So confidence interval would be  0.461, 0.806

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I looked up motivated people on google images and 17 out of 18 people were smiling. Confidence level was 95%

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I searched “white person” in google images and out of the top 24 results that contained only one person in the image, only 12 of them had white people depicted (interestingly almost all of the images that didn’t show white people were of black people). With a confidence level of 95%, the confidence interval would be (0.32, 0.68).

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I searched car, and wanted to see the proportion of red cars in the image. there were 8 out of 24 car images on the front page. that provided a "sample proportion P" of .333  "sample size N" of 24 and a "confidence level" of 95%. My answer was 95% C.I. = [0.1444, 0.5216]

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I searched up "student" and looked for smiles. Smiles could be subjective, so I tried to only count the ones that seemed somewhat real. Although professional photos can't always show the most natural environment. 15/24 were what I considered smiles and there was one clip art. With a 90% confidence level, the confidence interval for this instance is (0.462,0.788).
-Minh

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I chose to look up exercising seeing the age difference from what the photos would show. Younger or older people to show up in the photos like 10 men. I saw the majority of the photos to be male and young males in there 20s-30s that are more common when you look up exercising photos of people. Which is surprising for me. I think women are more active and fit than men having lots of other options to workout and do more than men and having more motivation that men do.
0.85 Is what I got, which is about 95%. If my math is right on CI

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I searched “healthy diet” and from 50 pictures that showed up, only 13 of them were actually recipes of healthy meals and the rest were pictures of vegetable, greens, and fruits.
Based on that data the CI at 99% in this case would be (0.1, 0.42).

- Noemi Habib

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Hi everyone, I chose to google “pharmacist” of the 30 pictures I had seen, 16 of them were women. The 95% confidence interval for the proportion of female pharmacists in the population, based on the given sample, is approximately 0.3552 to 0.7114. This means we are 95% confident that the true proportion of female pharmacists in the population falls within this interval.
- Siani

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I searched for barbers. I wanted to know how many of them would be Asian. I found 17 of them were out of 24. The confidence intervel was 90%. (0.556,0.861)
-Tyler Duong

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I searched "librarian" on google images and out of the first 30 images I found that 13 were poc. The conifdence interval of 99% would be (0.2,0.666).

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The proportion of "Successful Person" images that was an example of able-bodied individuals had an interval of (0.5624,0.8539) with 90% confidence. I also searched "Nice Cars" images that show luxury vehicles. I had a 60% confidence level with the interval (0.857, 0.893)

- Olivia

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I searched "successful person" and out of the 24 images, 17 of them were able-bodied individuals. This gave me an interval of (0.556,0.861). With a confidence level of 90%.

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Hi everyone,
I searched up "doctor" and looked at the first 30 images provided. Half of the pictures were of male doctors and the other half were of female doctors. With a confidence level of 50%, the interval is (0,0)

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Hi class, I did a google image search for "billionaires" to see the proportion of males to females. Out of the first 15 images, 14 were male and 1 was female. My n value is 15, and my x value is 14. With a confidence level of 95%, the interval would be (0.807, 1.06). -Christy G

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Hi class!
I searched up wealthy person to see what kind of results I would get. Out of the 30 photos I saw, 27 were men. With a confidence interval of 90%, (0.7770,1.4452)
-Emily Bennett

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Hi, everyone!
I did a google image search for "teacher". Oftentimes, like nurses, teachers are seen as female. I wanted to see the proportion that would come up. In the first 27 images, 17 were female and 10 were not female. With 90% confidence, the interval would be: .477 and .782. With 95% confidence, the interval would be .477 and .812.
-Debbie S

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Hi everyone!
For this padlet, I chose to to search "happy person" for some variance here. Instead of looking for able-bodied individuals, I chose to look at how many of them are people of color. Out of the first 25 photos (x), 15 depict people of color (n). The proportion in which POC will be shown is 60%. With a confidence level of 95%, the interval would be (0.408, 0.792).
- Ashley M

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I did a google image search of "successful person" and counted how many images appeared to show an able-bodied person out of the first 30. I found that 17 out of 30 appeared able-bodied. This gives a proportion of positive results to be 57%. With a 95% confidence interval, I found the lower and upper bounds to be 34% and 75% respectively.
-Tristan Diggs

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When I searched the term "successful person" I noticed out of 24 images searched, 17 of them contained images of able-bodied or active individuals. With this data, it shows the interval for 90% would be (0.556, 0.861). - Maribel

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Hi everyone! I searched up nurse on Google in order to find how many pictures of women that showed up. Out of the first 30 pictures that appeared of a nurse, 28 pictures were of women. With a confidence interval of 95%, the interval is (0.844,1.02). -Harsimran Kaur

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Hi everyone,
I searched for successful college students on Google to find how many images represent successful female college students. Of the first 30 pictures that appeared, 27 had female figures, giving a proportion of 0.9. With a 95 % confidence interval, I calculated the lower and upper bounds, giving me a (0.79,1.01) interval.
-vivianne p.

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With a google search of Successful Person where there are 24 images with 17 containing and I confidence interval of 90% (.556, .861)

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I searched "people working" to find the CI of a woman being included in the images. I looked through 30 images on google and 21 of them included a woman in the picture. With 95% confidence the proportion between images including a female is .504 and .896

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Hey Everyone,
I searched "Successful Person" and saw that out of the first 30 images, 30 of the pictures had able-bodied people shown. The confidence interval with 90% is (1,1).

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When searching for the Term “Successful Person” the first 24 pictures showed 17 pictures of active or able-bodied people.  As a result, the confidence interval with 90% is (0.556,0,861). My results match up with the other classmates’ findings and values.

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I searched the word athletes on google images and the first 30 images that I saw had 17 of them with able bodied individuals. At 95% confidence interval is (0.39174, 0.74166)

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I google searched “successful person” and 18 out of the 24 images contained active/able bodied individuals. The confidence interval for 90% is (0.605,0.895). I wanted to see the confidence interval for 95% with the same data and this is my result for that (0.577,0.923)

-Britney Weber

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Hello,

I searched up successful on my own Google account. The first 30 images I looked at had 15 images that appeared to be able bodied individuals with diversity among the individuals and the other 15 were of images that did not show a full person, either simply a road or hands. With my findings if looking at people 50 percent confidence of the images were diverse yet able bodied while the other 50 percent was inconclusive. The interval for this would be (0,0)

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The results I got when I searched were 90% confidence level, 24 images, 17 active individuals, and the result was 0.557.

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I searched "nurse" on Google images and counted 21 pictures of female nurses out of the 27 total. With a confidence level of 90%, the interval is (0.646,0.909).
-Ethan Lee

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When I google searched successful person I got a lot of images. So like my classmates I looked at the first 24 images. There were indeed 17 of the first 24 that appeared to be fit or of healthier style. That being said the confidence interval calculated to be 90%  (.556, .0861) - Crystal Hernandez

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When I searched "successful person" on google images, I came across that 16 of the 24 were men and they were active. The confidence interval is 90% and true proportion is (0.508, 0.825).

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when I searched for successful person I noticed many of them wearing formal business attire out of the 17 of the 24 images I saw. the confidence interval is 90%. 0.556,0.861

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I searched for "Successful Able-Bodied individuals" on Google images. While using the sample size of 24 as well as 17 members of the sample size charcterized by this successful trait, I calculated a Confidence Level based off of the 95 percentile. This led me to calculate Confidence Intervals of (0.526, 0.890).

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Upon searching up "Successful Person" on google images, I found that out of the first 24 images that appeared, 17 were of able-bodied people. The confidence interval that I got for 90% was (0.556, 0.861).

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When I searched "successful people" on images, 17 out of the 24 pictures were of able-bodied people. The confidence interval was 90% (0.556, 0.861)

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I searched for “successful people” on google. When I saw the pictures, I counted them and saw that 17 out of 24 images were able-bodied pictures. My conference interval is 90% (0.556, 0.861).

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When searching for the term "successful person" 17 of the images out of 24 showed able-bodied. The confidence interval is 90% (0.556, 0.861).

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searching the term "successful person" and out of the 24 images searched, 17 of them had able-bodied picture. The confidence interval for a 95 percent is 52.9 percent to 89.9 percent.

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When looking at the successful images of people on google, I could identify 17 photos matching what I was looking for out of the 24. With a confidence level of 95% I was able to gather some data. (0.526,0.89).

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I used chrome and searched "successful person" out of the 24 images I saw 17 of them included able bodied individuals. The CI is 90%, (0.556, 0.861). i wanted to see what a 5% difference made so at 95% (0.527, 0.890)

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When I searched "Physician Assistant" I found that 17 images out of 24 were only female, while the others were male & female together in the picture. The CI is 90% (0.556, 0.861)
-Deja

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I first searched on google "successful person". I then looked at the first 24 pictures on the images tab, I see that 17 out of the 24 pictures contain active individuals. Using this data, the 90% confidence interval for the true proportion of "successful person" pictures of active individuals is (0.556, 0.861).

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I searched "Powerful People" on Google Images and counted how many of the images featured women. Out of 31 images, 16 of them featured women (usually Angela Merkle), making up 51% of responses. At at 95% confidence, the interval was (0.34,0.692).

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I searched Nurse practitioner, a normally female dominated field. Surprisingly, I found seven images of a male nurse practitioner out of the 24 images I counted, meaning 17 of the images were female.

The confidence interval was calculated at 90%, (0.556,0.861)

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When searching for "successful person" I found that 17 of 24 images were able bodied people. The CI is 90% (0.0556, 0.861)!

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I searched "Successful person" 17 out of 24 images showed able-bodies individuals. My confidence interval I got were 90% (0.556, 0.861).

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I searched up the term drivers on google images and out of the first 24 pictures, I counted 16 of the pictures to be of men. The other 8 pictures were of females. With the CI at 90%, the interval ranged from, for my data set, (0.508, 0.825).

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I searched the word "successful person" on different types of search engines but for the most part they all were the same results .It should a majority of the 24 people I counted at least 16 men in all of them and almost all of them closer to 17 of them were doing some sort of exercise which would be the 90% confidence interval (.556,.0861)

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CI check.. Single Parent Google Image Search

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CI check.. Single Parent Google Image Search

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Hello all,
I did a google image search "single parent", Out of the first 24 photos, there were 15 females/child and 9 males/child. I then use the data of how many male single parent images, which is 9/24. Confidence level 90%, interval form (0.212,0.538)

-Jaeniene Trent-Butland

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I Google Image searched nurses. Out of the first 20 photos that popped up, all 20 had a female/females in it. One of the photos I was a little on the fence about because it was close up of someone’s chest making a heart with their hands, but I’m pretty sure it was a female so I just counted it towards female. Out of the 20 photos, there are 12 with a male/males, but only 10 of those show males as the nurse.

Using the data of how many of the nurses were male in the images, which was 10/20, I was able to find that with confidence level 90%, the interval would be (0.316,0.684)
-Itzel Alvarez

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I searched about Accountant on google and went on images and out of the 15 I seen 10 were able bodied female/females who were accountants. The other 5 were able bodied males. Using this data I was able to find that with the confidence level of 95%, the interval would be (0.428,0.905)-Daniel Alvarez

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I searched up “ being happy” we all have our perceptions of happiness or what makes us happy from the ones I counted I got 17 images that I perceived as happiness & the other 24 images were just random stuff like happy faces & what not. The confidence interval for 90% is 0.556,0.861
- Alejandro Fernandez

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Hi everyone! When using the X=17 and n= 24 values, I calculated the 90% C.I to be (0.556, 0.0861)

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When I searched the term "successful person," I noticed the majority of results showcasing able-bodied people. Out of the 24 images I counted, I found 17 able-bodied people. This means that the C.I is 90% (0.556, 0.0861)

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Hey everyone when I searched up “ successful people” and where on the images I noticed a lot of them were able-bodied. After counting them all up I got a total of 17 out of the 24 I counted. This with me that my confidence interval would be 90% (0.556, 0.861).

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I got a different set of image results though some were similar. Anyway, I counted 29/24 when I did my own search. As such, the lower and upper bound values for 95%CI  are as follows: 0.6553 (lower) and 0.9280 (upper). Did anybody else get different answers?

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As soon as I research the word "successful person" I got the same thing as my other classmates which 17x of the 24n of them were men in beautiful suit which in this case the confidence interval would be 90% which is in the interval of (0.556, 0.861)

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When I searched successful people on google, I got similar results as my classmates with the majority or 17x of the images shown were able-bodied people out of 24n, 90% would be the confidence interval (0.556, 0.861).

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Hello peers,

When I searched "Successful person" 17x out of 24n images showed able-bodies (mostly men) jumping for joy in a suit. My confidence interval would come out to be 90% (0.556, 0.861).

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1. CI 90%
When searching in google images for "successful person", 17(x) of the first 24(n) photos showed able-bodied individuals. The confidence interval for 90% is (0.556,0.861).
2. My Own Example
I searched for "famous celebrities" in google images, and 10 of the first 24 images were of women. The confidence interval for 95% is (0.219, 0.614).

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When I searched up "successful person" I recorded that 17 out of 24 images were able bodied business suited individuals. The CI is 90%. 0.556, 0.861

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I searched ''successful people" and out of 17/24 images showed majority of mixed abled bodied people. Than my confidence interval calculated to 90% outcome rate with (0.556, 0.0861).

-Uzzi

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I typed in "successful person" into my search engine and 17/24 of the first images that popped up showed able-bodied individuals. So then my confidence interval would come out to be 90% (0.556, 0.861)