If Raj finds that he is $10^{t h}$ from the left end in a line of boys and $6^{t h}$ from the right end, how many boys should be added to the line such that there are 28 boys in the line?

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Solution

The correct option is D 13
There are total 15 (9 + Raj + 5) boys. So,13 boys will be added such that there are 28 boys in a line.

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If Raj finds that he is 10th from the left end in a line of boys and 6th from the right end, how many boys should be added to the line such that there are 28 boys in the line?

The correct option is D 13There are total 15 (9 + Raj + 5) boys. So,13 boys will be added such that there are 28 boys in a line.

If Raj finds that he is $10^{t h}$ from the left end in a line of boys and $6^{t h}$ from the right end, how many boys should be added to the line such that there are 28 boys in the line?

The correct option is D 13
There are total 15 (9 + Raj + 5) boys. So,13 boys will be added such that there are 28 boys in a line.