Asked by john
75 pupils sat for a Science Test. The average score was 58 marks. If the average score of the girls was 62 marks and the average score of the boys was 56 marks, how many boys sat for the test?
Answers
Answered by
MathMate
Let g=number of girls,
and assuming all data given are exact (i.e. no rounding involved), then
g*62+(75-g)*58=56
Solve for g.
and assuming all data given are exact (i.e. no rounding involved), then
g*62+(75-g)*58=56
Solve for g.
Answered by
Steve
Looks to me like
g*62 + (75-g)*56 = 75*58
Or, since we're looking for the number of boys, not girls,
56b + 62(75-b) = 58*75
g*62 + (75-g)*56 = 75*58
Or, since we're looking for the number of boys, not girls,
56b + 62(75-b) = 58*75
Answered by
MathMate
Right, there was a typo! Thought I corrected it. Thanks Steve!
Should read:
g*62+(75-g)*56=75*58
Should read:
g*62+(75-g)*56=75*58
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