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1. The person didn't like the yellow sweets.
2. This makes me think about probability and the chances of the next starburst he/she opens will also have yellow
2. I wonder if the probability is 50 50 or something else since there was a large discard pile at the end.

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Observation:There are two candies that comes in one packaging, and we don't know the probability of red candies in one package
Think about: I think about how many packs there are
Question:What is the yellow to red ratio in these starbursts?

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1. The probability of you getting a yellow or a red, depends on the numbers of starbursts there is in total

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Observations
The yellow sweets were destroyed.

Thoughts
There are two sweets within each pack. As such, there are four different possibilities, which are RR, RY, YR, YY. By looking at every possibility, we can make a reasonable conclusion that there is a 75% chance that yellow sweets ≥ 1.

Questions
The conclusion from above assumes that the different combinations have the same probability. How can we confirm that? If not, how will the conclusion change?

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each packet has two starbursts, they don't like the yellow ones

the chances of getting each flavor

is the probability of getting yellow starbursts higher than getting red ones?

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See
I saw each packet of the same candies had both yellow and red starbursts, or both of either.

Think
It makes me think that the probability of yellow starburst showing up is higher than the red, because there were only 2 samples.

Wonder
How would you calculate the accurate probability of either red or yellow showing up if there is only 2 sets of samples?

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They don't like yellow flavor

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1. Yellow = Bad
2. The probability of getting a yellow candy is 1/2 and likewise for red. Therefore the probaility of getting RR or YY or RY or even YR remains 1/4
3. Is there an equal probability for either red or yellow candies to appear in a pack (1/4)? Perhaps different probabilities?

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What I observed) We can't know the probability because there's no way to determine the likelihood of a color

Makes me think about) How the starbursts colors are sorted depending on color and if it's correlated to probability

Question) How do we figure out the probability that we get a specific starburst color

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1. They are opening a lot of starburst packets that may have yellow or red candy
2. They are calculating the probability of the appearance of a certain colour of starburst
3. Is the probability of a candy being red or yellow equal?

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observation: two candies, the yellow one means dead
The posibility of only getting red candy

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1. they don't like the yellow color
2. probability
3. how many diffrent flavours are there of starburst

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There are three probabilities to get different sweets from each pack. In the video, the first pack includes one red and one yellow sweet each. The second pack includes 2 yellow sweet. That gives an insight of one other chance where 2 red sweet will be inside an individual pack.

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There are 3 yellow starbursts and 1 red when 2 packets are opened. What is the probability of red starbursts appearing? What's the probability of getting yellow?

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Observation: There are 2 starbursts per pack and each can be either red or yellow.
Think About: It makes me think about how to use probability to calculate the total number of yellow starbursts in all the packs.
Question: Is the probability of the yellow starbursts showing up in the pack higher than the probability of red (or vice versa), or is it 50-50?

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1. Yellow is not their favourite flavor
2. the probability of them getting their favorite flavor
3. What's the probability of getting red?

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The video shows 2 packs with 2 starbursts in each. the first one has 1 red and 1 yellow, and the second has only yellow. then it shows a numerous amount of other packs. Ee can assume from the video that there can be 1 red and 1 yellow, or only red or only yellow starbursts in the pack.