Gautham, Vignesh and Sarosh assemble for a contributory party. Gautham brings 3 apples while Vignesh brings 5. Since Sarosh did not have any apples, he contributed Rs. 8. How many rupees should Gautham and Vignesh respectively get, assuming each of the three consumes an equal portion of the apples?

3,5

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5,8

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3,8

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5,3

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Solution

The correct option is A
3,5

Gautham should get $\frac{3}{8} \times 8$ =Rs.3

Vignesh should get $\frac{5}{8} \times 8$ =Rs.5

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Gautham, Vignesh and Sarosh assemble for a contributory party. Gautham brings 3 apples while Vignesh brings 5. Since Sarosh did not have any apples, he contributed Rs. 8. How many rupees should Gautham and Vignesh respectively get, assuming each of the three consumes an equal portion of the apples?

The correct option is A 3,5 Gautham should get 38×8=Rs.3 Vignesh should get 58×8=Rs.5

The correct option is A
3,5

Gautham should get $\frac{3}{8} \times 8$ =Rs.3

Vignesh should get $\frac{5}{8} \times 8$ =Rs.5