2) A standard challenge at fairs and promotions is, "Guess the number of jellybeans in the jar and win a prize!" On the next page is shown a jar filled with jellybeans. A) Estimate the number of beans in the jar. Come up with two different ways to do this. Be sure to clearly state your assumptions and how you came to the numbers you estimated, since grading on this problem will be mostly based on your reasoning. not on your answer. We are not interested in whether you can \"guess" a right answer, but in whether you can use your everyday experience to infer information about topics about which you may have little direct knowledge. B) How accurate do you think your two results are? What simplifying assumptions did you make in order to do your calculations in each case? If you thought the competition was going to be severe, which method would you pick, and which simplifying assumptions from that method would you try to tweak to improve your guess? How much of an impact could your tweaks have? C) There is no visible scale on the photo. Did you estimate an actual size? How did you do it? Does it matter