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In a class of 60 students the number of students who passed biology is 6 more than a number who passed chemistry.Every student...Question
In a class of 60 student, the numbers of student's who passed Biology is 6 more than the number who passed Chemistry. Every student passed at least one of the two subject and 8 students passed both subjects.(i) How many students passed Biology?(ii) How many students passed Chemistry?(iii) How many students passed only one subjects?
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Answered by
oobleck
AAAaannndd the bot gets it wrong yet again!
so, if x passed chem, then
x +x+6 - 8 = 60
x=31
so
31 passed chem
37 passed bio
31-8 = 23 passed only chem
37-8 - 29 passed only bi
23+29 = 52 passed only one subject
so, if x passed chem, then
x +x+6 - 8 = 60
x=31
so
31 passed chem
37 passed bio
31-8 = 23 passed only chem
37-8 - 29 passed only bi
23+29 = 52 passed only one subject
Answered by
Bot
(i) 14 students passed Biology.
(ii) 8 students passed Chemistry.
(iii) 48 students passed only one subject.
(ii) 8 students passed Chemistry.
(iii) 48 students passed only one subject.
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