Shrutii secured $60 %$ marks in Mathematics $55 %$ in english and $60 %$ in Hindi. If the maximum marks in the subject were $75, 60$ and $65$ respectively, find her aggregate percentage of mark.

Open in App

Solution

Marks in mathematics $= 60 % \times 75 = 45$
Marks in mathematics $= 55 % \times 60 = 33$
Marks in mathematics $= 60 % \times 65 = 39$
Aggregte percentage of marks $= \frac{45 + 33 + 39}{75 + 60 + 65} \times 100 = 58.5 %$

Suggest Corrections

Similar questions

Q. Neha scored 75% in Science, 95% in Mathematics and 70% in English. If the maximum marks in these subject were 80,100 and 70, respectively, find her aggregate percentage.

Question 126

Ambika got 99% marks in Mathematics, 76% marks in Hindi, 61% in English, 84% in Science and 95% in Social Science. If each subject carries 100 marks, then find the percentage of marks obtained by Ambika in the aggregate of all the subjects.

Q. A student secure

85 %, 70 %

and

65 %

marks in three test paper with maximum marks

150

200

and

250

respectively. Find his aggregate percentage.

Q. Alekh secured

50 %

marks in Hindi,

60 %

in English and

70 %

in Maths as well as in Science. What were his total marks if the maximum marks obtainable in each of these

4

subjects was

50

Q. A student secures

90 %, 60 %

, and

54 %

mark in test papers with

100, 150

and

200

respectively as maximum marks. The percentage of his aggregate is:

Join BYJU'S Learning Program

Shrutii secured 60% marks in Mathematics 55% in english and 60% in Hindi. If the maximum marks in the subject were 75,60 and 65 respectively, find her aggregate percentage of mark.

Marks in mathematics=60%×75=45Marks in mathematics=55%×60=33Marks in mathematics=60%×65=39Aggregte percentage of marks=45+33+3975+60+65×100=58.5%

Shrutii secured $60 %$ marks in Mathematics $55 %$ in english and $60 %$ in Hindi. If the maximum marks in the subject were $75, 60$ and $65$ respectively, find her aggregate percentage of mark.

Marks in mathematics $= 60 % \times 75 = 45$
Marks in mathematics $= 55 % \times 60 = 33$
Marks in mathematics $= 60 % \times 65 = 39$
Aggregte percentage of marks $= \frac{45 + 33 + 39}{75 + 60 + 65} \times 100 = 58.5 %$