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A basketball player makes 6 out of 10 free throws and misses the rest. Based or these results, what is a reasonable prediction for the number of free throws sh will miss in her next 35 free throws?
A 4
B 7
C 14
for every 10-4 were missed
D 21
for eary 5-2 were missed
There are 52 cards in a deck. Each card contains a letter or a number. Theo selects a card at random, records the letter or the card back in the deck. The results of his

A basketball player makes $6$ out of $10$ free throws and misses the rest. Based or these results, what is a reasonable prediction for the number of free throws sh will miss in her next $35$ free throws? $\newline$ A $4$ $\newline$ B $7$ $\newline$ C $14$ $\newline$ for every $10$ $-4$ were missed $\newline$ D $21$ $\newline$ for eary $5$ $-2$ were missed $\newline$ There are $52$ cards in a deck. Each card contains a letter or a number. Theo selects a card at random, records the letter or the card back in the deck. The results of his

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Interpret measures of center and variability

Full solution

Q. A basketball player makes

6

out of

10

free throws and misses the rest. Based or these results, what is a reasonable prediction for the number of free throws sh will miss in her next

35

free throws?

\newline

A

4

\newline

B

7

\newline

C

14

\newline

for every

10

-4

were missed

\newline

D

21

\newline

for eary

5

-2

were missed

\newline

There are

52

cards in a deck. Each card contains a letter or a number. Theo selects a card at random, records the letter or the card back in the deck. The results of his

Find Ratio: Find the ratio of missed free throws to total free throws. $\newline$ She missed $4$ out of $10$ free throws.
Predict Misses: Use the ratio to predict misses out of $35$ free throws. $\newline$ $(\$4$ missed $/$ $10$ total) $*$ $35$ = $14$ missed free throws.
Choose Closest Answer: Choose the closest answer to $14$ from the given options. $\newline$ Option C says $14$ missed free throws for every $10-4$ were missed, which matches our calculation.

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