Shaun found that 43 students in his school liked skating and 21 of those students liked swimming, as well. there were 7 students who did not like skating but liked swimming. there were 6 students who liked neither skating nor swimming. which table best summarizes the data collected by shaun? like swimming did not like swimming total like skating 43 21 64 did not like skating 7 6 13 total 50 27 77 like swimming did not like swimming total like skating 14 34 48 did not like skating 7 6 13 total 21 40 61 like swimming did not like swimming total like skating 21 22 43 did not like skating 6 7 13 total 27 29 56 like swimming did not like swimming total like skating 21 22 43 did not like skating 7 6 13 total 28 28 56

Question

Spanky

Mathematics

22 July, 23:48

Shaun found that 43 students in his school liked skating and 21 of those students liked swimming, as well. there were 7 students who did not like skating but liked swimming. there were 6 students who liked neither skating nor swimming. which table best summarizes the data collected by shaun? like swimming did not like swimming total like skating 43 21 64 did not like skating 7 6 13 total 50 27 77 like swimming did not like swimming total like skating 14 34 48 did not like skating 7 6 13 total 21 40 61 like swimming did not like swimming total like skating 21 22 43 did not like skating 6 7 13 total 27 29 56 like swimming did not like swimming total like skating 21 22 43 did not like skating 7 6 13 total 28 28 56

+3

Answers (2)

Know the Answer?

Madyson Jenkins · Answer 1

Its the first option

Cristal · Answer 2

Given:

43 students in his school liked skating and 21 of those students liked swimming, as well

7 students who did not like skating but liked swimming

6 students who liked neither skating nor swimming

Like skating Not like skating Total

Like swimming 21 7 28

Not like swimming 22 6 28

Total 43 13 56

All the bold numbers are the missing details. The regular numbers are the given numbers.

That is the table I came up with because the given choices are not understandable.