plzzz... help.....in que 21......from chapter linear equation in two variables.......(need solution)
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the marks Jayanthi got is 90. So 90=1x-1/2y. the total number of questions Jayanthi answered 120 questions. So 120=x+y. solving we get y as 20 and x as 100
anu1191:
thanks....... I got it
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Let the number of correct answers = x
number of wrong answers = y
Now,
Jayanthi answered totally 120 questions. Writing in equational form.
x + y = 120……(1)
We know that correct answers award 1 mark.
Wrong answers award 1/2 mark.
1(x)-1/2y = 90
x-1/2y =90
2x-y =180.
Now we have two equations ;
x + y = 120 …(1)
2x - y =180 …(2)
===============
3x = 300
x = 100
Number of correct answers =100.
Number of incorrect answers =20
:" Therefore, Jayanthi answered 100 questions correctly :"
number of wrong answers = y
Now,
Jayanthi answered totally 120 questions. Writing in equational form.
x + y = 120……(1)
We know that correct answers award 1 mark.
Wrong answers award 1/2 mark.
1(x)-1/2y = 90
x-1/2y =90
2x-y =180.
Now we have two equations ;
x + y = 120 …(1)
2x - y =180 …(2)
===============
3x = 300
x = 100
Number of correct answers =100.
Number of incorrect answers =20
:" Therefore, Jayanthi answered 100 questions correctly :"
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