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my way was estimating or looking for close like on the last one i did 100 on each side but on the second one there was 3 plugs on each row of 100

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my way was estimating or looking for close like on the last one i did 100 on each side but on the second one there was 3 plugs on each row of 100

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I tried to find the best estimate that was between the too high and too low number.

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something that makes scene that is between your too high or your too low. it dependa omyour point of view and

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I doubled the too low and I made the too low estimate about half of the actual answer                                                   BEN ROMANOFSKY

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I doubled the too low and I made the too low estimate about half of the actual answer                                                   BEN ROMANOFSKY

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my estimate for package of lights was 105

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my estimate for package of lights was 105

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The way I figured out all of my answers I figured out all but 1 added 200, except the last 1. I figured out that at the end

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I tried to estimate as close to what I thought was the total of lights on the tree, my estimate was 500 lights.

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I tried to estimate as close to what I thought was the total of lights on the tree, my estimate was 500 lights.

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The wheel had 300 lights and i thought it looked like it would fit on a half of a tree so i thought that if you took two of those you would get 600 lights on the tree.

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I tried to see the whole object as one instead of one side, for example the tree you can only see one side but I had to see the whole tree as one.

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The strategy I used was by deciding what the highest and lowest the estimate could be and if they are reasonable. Then i would look more closely at the picture and get and answer in my head. If that answer was about half of the highest and lowest number then I would put that as my estimate. If that answer wasn't reasonable then I would keep trying 

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The strategy I used was by deciding what the highest and lowest the estimate could be and if they are reasonable. Then i would look more closely at the picture and get and answer in my head. If that answer was about half of the highest and lowest number then I would put that as my estimate. If that answer wasn't reasonable then I would keep trying 

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My way is using the background knowledge about the topic to find my answer. I took what I knew about what I saw so then I could make a good estimate

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My estimating statagy looking around the object  or using backround knowledge with math.

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My Estimate on the Christmas tree is 500

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I used the backround knowledge that I have on christmas lights, how many are in a box and how many can fit on a tree. I also had to use some reasonable tests, including if the number seemed wh to see if my answer made sense with the amount of lights.

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My estimating strategy is looking around the object and making an estimate of how many lights are in the box or how many lights are on the tree

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For the first one, I saw how long the light string was and I chose an estimate. Then I found out how much space would be in between lights if there were 100 lights and see if the space in between would be reasonable.

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The candy canes in the bottom left corner do not belong because 40 has nothing to do with 6, 12, or 24 and that is how many candy canes are in all of the other packages. 

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The candy canes in the bottom left corner do not belong because 40 has nothing to do with 6, 12, or 24 and that is how many candy canes are in all of the other packages. 

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The jelly candy canes, because there standing up and the others are not

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The one in the bottom left corner don't fit because 40 is not a factor of 48 when 12, 24, and 6 ( the other ones) are.

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We think the Jelly Bellys are the misfit because there are 70 peppermint candy canes and 12 Jelly Belly candy canes.

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We think the one on the bottom left because it is stacked upon each other and the other ones are in line with each other.

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We think the bottom left is different than the rest because it is not
divisible by 6, 12 divided by 6=2 6 divided by 6=1 24 divided by 6=4. 40 divided by 6=?