Question

. Two workers were paid 5925 after they completed their work. They divided this amount in the ratio of
13:12. How much did each one of them get from the total amount?
.​

Answer 1

$\: money \: first \: worker \: got \: = 13x \\ money \: second \: worker\: got \: = 12x \\ 13x + 12x = 5925 \\ 25x = 5925 \\ x = \frac{5925}{25} \\ x = 237 \\ \\ \\ first \: worker \: = \: 13x = 13(237) = 3081 \: rs \: \\ second \: worker \: = \: 12x = 12(237) = 2844 \: rs$

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Answer 2

Step-by-step explanation:

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♡ ↪Let the total money got by first worker be '13x'.

And, let the amount got by second worker be '12x'.

Total money received by both together = 5925 Rs. (given)

Then,

Total money received = first worker's share + second worker's share.

=> 5925 = 13x + 12x

=> 5925 = 25x

=> 5925/25 = x

=> 237 = x

=> x = 237

So, money received by first worker

= 13x = 13 × 237 = 3081

And, money received by second worker

= 12x = 12 × 237 = 2844

Hence, the first worker got 3081 Rs.

Hence,thefirstworkergot3081Rs.

And, the second worker got 2844 Rs.

♡

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