See picture with Smarties chocolate pieces with different colors.Choose two colors of chocolate. There must be at least 2 of that color in the image. You should close your eyes and draw one chocolate. You eat it up and then pull one chocolate to. a) Make a selection tree that shows three outcomes for each move: • color 1 • color 2 • none of color 1 or 2 b) Use the selection tree to calculate the probability of drawing at least one of the colors of 2 at random traits. Remember to write which colors you choose in the selection tree. It must be clear how you reason, so it is important to include an intermediate calculation. handwritten answers if possible
See picture with Smarties chocolate pieces with different colors.Choose two colors of chocolate. There must be at least 2 of that color in the image. You should close your eyes and draw one chocolate. You eat it up and then pull one chocolate to. a) Make a selection tree that shows three outcomes for each move: • color 1 • color 2 • none of color 1 or 2 b) Use the selection tree to calculate the probability of drawing at least one of the colors of 2 at random traits. Remember to write which colors you choose in the selection tree. It must be clear how you reason, so it is important to include an intermediate calculation. handwritten answers if possible
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.6: Permutations
Problem 2E
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See picture with Smarties chocolate pieces with different colors.Choose two colors of chocolate. There must be at least 2 of that color in the image. You should close your eyes and draw one chocolate. You eat it up and then pull one chocolate to.
a) Make a selection tree that shows three outcomes for each move: • color 1 • color 2 • none of color 1 or 2
b) Use the selection tree to calculate the probability of drawing at least one of the colors of 2 at random traits. Remember to write which colors you choose in the selection tree.
It must be clear how you reason, so it is important to include an intermediate calculation. handwritten answers if possible
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