So far this season, Shawn has averaged 3 out of 11 free throws per game. Based on his previous performance, how many free throws can Shawn expect to make if he takes 22 free throws in his next game?
If Shawn has averaged 3 out of 11 free throws per game so far this season, his average free throw percentage is 3/11 * 100% = 27.27%.
Therefore, if he takes 22 free throws in his next game, he can expect to make 27.27% * 22 = 6 free throws. Answer: \boxed{6}.
The dot plot below shows the ages of the 20 people currently in Mr. Wood’s classroom.
Which measure of center would be best to describe this distribution?
A.
mean
B.
median
C.
range
D.
interquartile range
The best measure of center to describe this distribution would be the median, which is the middle value when the data is ordered from least to greatest. This is appropriate because the dot plot does not provide enough information to calculate the mean, and the range and interquartile range are measures of spread rather than center. Answer: \boxed{B. \text{median}}.
To determine how many free throws Shawn can expect to make in his next game, we can use his average free throw percentage.
Step 1: Convert the average free throw percentage to a decimal.
Since Shawn has been averaging 3 out of 11 free throws per game, the average free throw percentage can be calculated as (3/11) * 100 = 27.3%.
Step 2: Calculate the number of free throws Shawn can expect to make in his next game.
If Shawn takes 22 free throws in his next game, he would be expected to make (27.3/100) * 22 = 6 free throws.
Therefore, Shawn can expect to make approximately 6 free throws in his next game.