In a queue, Amrita is $10^{t h}$ from front while Mukul is $25^{t h}$ from behind and Mamta is just in the middle of the two. If there be $50$ persons in queue, what position does Mamta occupy from front?

26^{t h}

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19^{t h}

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18^{t h}

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17^{t h}

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Solution

The correct option is C $18^{t h}$
Amrita is $10^{t h}$ from front and $41^{t h}$ from the behind.Therefore, $15$ persons are in between Mukul and Amrita and Mamta will occupy $33^{r d}$ position from behind. Hence, her front position is $18^{t h}$ .
Hence, option 'C' is correct.

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In a queue, Amrita is 10th from front while Mukul is 25th from behind and Mamta is just in the middle of the two. If there be 50 persons in queue, what position does Mamta occupy from front?

The correct option is C 18thAmrita is 10th from front and 41th from the behind.Therefore, 15 persons are in between Mukul and Amrita and Mamta will occupy 33rd position from behind. Hence, her front position is 18th.Hence, option 'C' is correct.

In a queue, Amrita is $10^{t h}$ from front while Mukul is $25^{t h}$ from behind and Mamta is just in the middle of the two. If there be $50$ persons in queue, what position does Mamta occupy from front?

The correct option is C $18^{t h}$
Amrita is $10^{t h}$ from front and $41^{t h}$ from the behind.Therefore, $15$ persons are in between Mukul and Amrita and Mamta will occupy $33^{r d}$ position from behind. Hence, her front position is $18^{t h}$ .
Hence, option 'C' is correct.