kaku scored 7 marks less than bakshi while raman scored 3 marks more than kaku if their total score is 76 then find the marks got by raman?
Answers
Answered by
110
Hi friend,
Let bakshi scored X marks.
Then Mark's scored by Kaku will be (X-7) .
And,
Mark's scored by Raman = (X-7+3) = (X-4) Mark's.
According to question,
(X) + (X-7) + (X-4) = 76
X+X-7+X-4 = 76
3X-11 = 76
3X = 76+11
3X = 87
X = 87/3
X = 29
Therefore,
Mark's scored by bakshi = X = 29
Mark's scored by Kaku = X-7 = 29-7 = 22
And,
Mark's scored by Raman = (X-4) = 29-4 = 25
HOPE IT WILL HELP YOU..... :-)
Let bakshi scored X marks.
Then Mark's scored by Kaku will be (X-7) .
And,
Mark's scored by Raman = (X-7+3) = (X-4) Mark's.
According to question,
(X) + (X-7) + (X-4) = 76
X+X-7+X-4 = 76
3X-11 = 76
3X = 76+11
3X = 87
X = 87/3
X = 29
Therefore,
Mark's scored by bakshi = X = 29
Mark's scored by Kaku = X-7 = 29-7 = 22
And,
Mark's scored by Raman = (X-4) = 29-4 = 25
HOPE IT WILL HELP YOU..... :-)
Answered by
41
Let Bakshi's marks be x
⇒ Bakshi = x
Kaku scored 7 marks less than Bakshi
⇒Kaku = x - 7
Raman scored 3 marks more than Kaku
⇒ Raman = x - 7 + 3 = x - 4
Form equation and solve for x:
Their total marks is 76
x + ( x - 7 ) + (x - 4) = 76
x + x - 7 + x - 4 = 76
3x - 11 = 76
3x = 87
x = 29
Find the marks Raman got:
Raman = x - 4 = 29 - 4 = 25
Answer: Raman got 25 marks
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