A sack holds 6 red delicious apples and 9 honey crisp apples. An apple is pulled out of the sack at random and then placed back in the sack. How many times can you expect that a red delicious apple will be pulled out of the sack in 80 tries? A. 28 B. 32 C. 40 D. 53
i will metal and fan
C - 40. You use probability. 6+9 = 15 There are 6 red delicious apples in the sack. Since you want to find the probability of pulling a red delicious apple from the sack, you would divide. 6 \frac{6}{15} = .40 .40 out of 1 would be 40 apples. Since the variables are independent, the probability will be the same each time you pull an apple from the sack.
ohh now i get it thank you i dont know why but im not good with probobility and stuff thank you
lol its ok and you are very welcome
ok got to go thanks for the help
sure thing
im going to open 1 more if u feel like helping me again
sure i will see if i can solve it lol.
ok
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