In a row of boys, Ramesh is $19^{th}$ from left and Nihal is $14^{th}$ from right. If there are $17$ boys between them. How many boys are there in the row?

45

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70

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60

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50

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Solution

The correct option is D $50$
From the left, there are 19 boys till Ramesh. After Ramesh, there are 14 boys, and then 17 boys till Nihal, and 14 more boys after that.
Thus there are a total of 50 boys.

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In a row of boys, Ramesh is 19th from left and Nihal is 14th from right. If there are 17 boys between them. How many boys are there in the row?

The correct option is D 50From the left, there are 19 boys till Ramesh. After Ramesh, there are 14 boys, and then 17 boys till Nihal, and 14 more boys after that. Thus there are a total of 50 boys.

In a row of boys, Ramesh is $19^{th}$ from left and Nihal is $14^{th}$ from right. If there are $17$ boys between them. How many boys are there in the row?

The correct option is D $50$
From the left, there are 19 boys till Ramesh. After Ramesh, there are 14 boys, and then 17 boys till Nihal, and 14 more boys after that.
Thus there are a total of 50 boys.