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Standard XII

Accountancy

Inventory Turnover Ratio

Choose the co...

Question

Choose the correct answer from the alternatives given.
The ratio of the first and second class train fares between two stations is $3 : 1$ and that of the numbers of passenger travelling between the two stations by first and second classes is $1 : 50$ . If on a particular day, Rs. $1, 325$ are collected from passengers travelling between the two stations, then the amount collected from the second class passengers is.

Rs.

1, 250

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Rs.

1, 000

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Rs.

850

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Rs.

750

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Solution

The correct option is C Rs. $1, 250$
Ratio of first and second class fares $3 : 1$ Ratio of number of passengers = $1 : 50$
$∴$ Ratio of total amount = $3 \times 1 : 1 \times 50 = 3 : 50$
$∴$ Amount collected from second class passengers
= Rs. $(\frac{50}{53} \times 1325)$ = Rs $1250$

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Similar questions

Q. The ratio of the first and second class train fares between two stations is

3 : 1

and that of the numbers of passengers travelling between the two stations by first and second classes is

1 : 50

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The correct option is C Rs. 1,250Ratio of first and second class fares 3:1 Ratio of number of passengers = 1:50∴ Ratio of total amount = 3×1:1×50=3:50∴ Amount collected from second class passengers = Rs. (5053×1325) = Rs 1250

The correct option is C Rs. $1, 250$
Ratio of first and second class fares $3 : 1$ Ratio of number of passengers = $1 : 50$
$∴$ Ratio of total amount = $3 \times 1 : 1 \times 50 = 3 : 50$
$∴$ Amount collected from second class passengers
= Rs. $(\frac{50}{53} \times 1325)$ = Rs $1250$