in class test the sum of shefails mark in maths and English is 30. had she got 2 mark more in mathematics and 3 mark less in English,the product of their marks would have been 210. find her marks in two subject
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let, maths marks be as 'x'
and English marks be as 'y'
so given that
(x+2)(y-3)=210-----------1
from, x+y=30--------3
we got (x=30-y)--------2
substitute eq 2 in eq 1
(32-y)(y-3)=210
on solving you will get
y=17.5-------4
so substitute eq4 in eq3
from that x=12.5
so ,maths marks =12.5
English marks=17.5
and English marks be as 'y'
so given that
(x+2)(y-3)=210-----------1
from, x+y=30--------3
we got (x=30-y)--------2
substitute eq 2 in eq 1
(32-y)(y-3)=210
on solving you will get
y=17.5-------4
so substitute eq4 in eq3
from that x=12.5
so ,maths marks =12.5
English marks=17.5
athifaizi39:
quadratic equation bro
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