Question

In an examination ammu scored 56% marks, saran scored 90% marks and rima scored 650 marks that is 65% then find the total marks of three students ?

Answer 1

Rima scored 650 marks that is 65%
Total marks=650×100/65=1000
Ammu scored=1000×56/100=560
Saran scored= 1000×90/100=900
Total marks=650+560+900=2110

Answer 2

Answer:

The total marks of three students are 2110

Step-by-step explanation:

The total examination marks are x

They have given that Rima scored 650 marks is 65%

Therefore,

$\frac{65}{100}=\frac{650}{x}$

$x=\frac{650}{65}(100)$

x = 1000

The total examination marks are 1000

They have given that Ammu scored 56% marks

The marks scored by Ammu are given by

$=\frac{56}{100}(1000)$

= 560

The total marks scored by Ammu are 560

They have given that Saran scored 90% marks

The marks scored by Saran are given by

$=\frac{90}{100}(1000)$

= 900

The total marks scored by Saran are 900

The total marks of three students are given by

650 + 560 + 900 = 2110

Therefore the total marks of three students are 2110