A coaching institute of Mathematics conducts classes in two batches I and II and fees for rich and poor children are different. In batch I, there are $20$ poor and $5$ rich children, whereas in batch

Question

A coaching institute of Mathematics conducts classes in two batches I and II and fees for rich and poor children are different. In batch I, there are

20

poor and

5

rich children, whereas in batch II, there are

5

poor and

25

rich children. The total monthly collection of fees from batch I is \u20b9

9000

and from batch II is \u20b9

26, 000

. Assume that each poor child pays \u20b9

x

per month and each rich child pays \u20b9

y

per month.

Based on the above information, answer the following questions:

(i) Represent the information given above in terms of

x

and

y

.

Based on the above information, answer the following questions:

(i) Represent the information given above in terms of $x$ and $y$.

Accepted Answer

Step 1: $20x + 5y = 9000$ and $5x + 25y = 26000$.

Question