Question

in a test, the total of the marks scored by Sampat and Ganpat was 125% more than Sampat's marks. Then the difference in their marks will be _ of Ganpat's marks​

Answer 1

Answer:

Step-by-step explanation:

Let S= Sampat

G= Ganpat

Let S= 10

S+G = 22.5

G-S =2.5

That would be 25% of S’ marks

Answer 2

The difference in their marks will be 20% of Ganpat's marks​

Step-by-step explanation:

Let the Sampat marks be x

We are given that the total of the marks scored by Sampat and Ganpat was 125% more than Sampat's marks

Total marks scored by  Sampat and Ganpat = $x+125\%x=x+1.25x = 2.25x$

So, Marks scored by Ganpat = 2.25x - x = 1.25x

So, Difference in their marks = 1.25x - x = 0.25 x

The difference in their marks will be %of Ganpat's marks​= $\frac{0.25x}{1.25x} \times 100 = 20\%$

Hence the difference in their marks will be 20% of Ganpat's marks

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