Out of the 150 students at a summer camp, 72 signed up for canoeing. There were 23 students who signed up for trekking, and 13 of those students also signed up for canoeing.
Use a two-way table to organize the information and answer the following question:
Approximately what percentage of students signed up for neither canoeing nor trekking?
45%
68%
28%
42%
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OpenStudy (camerondoherty):
I think you nee to subract 13 from canoeing and both of them up
OpenStudy (camerondoherty):
then you get 82
OpenStudy (camerondoherty):
Subtract tht from 150
OpenStudy (camerondoherty):
and get 68
OpenStudy (camerondoherty):
then have it at 68
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OpenStudy (camerondoherty):
but im not sureeee....
OpenStudy (taylorterminate):
I think ur correct. c:
OpenStudy (camerondoherty):
i need to be sure tho lol
OpenStudy (taylorterminate):
Wait i is calculating
OpenStudy (camerondoherty):
Do i multiply 0.68 by 150?
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OpenStudy (shamil98):
72 + 23 =
OpenStudy (camerondoherty):
95
OpenStudy (shamil98):
95/150 * 100 = ?
OpenStudy (camerondoherty):
but 13 of those were already catgorized in canoeing
OpenStudy (camerondoherty):
so its 72+10
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OpenStudy (shamil98):
thats irrelevant
OpenStudy (camerondoherty):
huh?
OpenStudy (shamil98):
95 students signed up for trekking or canoeing or both
OpenStudy (camerondoherty):
ohhhhhhh ok
OpenStudy (shamil98):
it says neither canoeing nor trekking, but it didnt specify if both so
yes 72 + 10
82
150 - 82 = 68
68 out of 150
68/150 = 0.45
0.45 x 100 = 45
so 45%.
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OpenStudy (shamil98):
make sense?
OpenStudy (camerondoherty):
Yes it does thank you c: and sry for da kinda late response lol my internet didnt show u replied