Heather has a bag with 16 red blocks, 11 blue blocks, 9 purple blocks, 15 green blocks, 8 yellow blocks, and 20 orange blocks. If she was to draw a block out of the bag, record the color and replace the block back in the bag, repeating 500 times, what would most likely be the probability of drawing a green block (round to the nearest hundredth)?

A)
0.14
B)
0.19
C)
0.20
D)
0.25

To find the probability of drawing a green block, we need to divide the number of green blocks by the total number of blocks.

First, sum up the number of green blocks:
Number of green blocks = 15

Next, calculate the total number of blocks:
Total number of blocks = 16 + 11 + 9 + 15 + 8 + 20 = 79

Then, divide the number of green blocks by the total number of blocks to find the probability:
Probability of drawing a green block = (Number of green blocks) / (Total number of blocks) = 15 / 79

Let's calculate the probability:
Probability of drawing a green block = 15 / 79 ≈ 0.189 (rounded to the nearest hundredth)

Therefore, the most likely probability of drawing a green block is approximately 0.19.

The correct answer is:
B) 0.19