Question

A , B, and C have 1375 coins together . They distributes the coins in this

way that A get 3 times than the B and 25 more than the C. Find the number

of coins C have​

Answer 1

Step-by-step explanation:

Total coins = 1375

Let no. iof coins of B be x

Then,

A = 3x

Also, A= 25 + C

= 3x = 25 + C

= C = 3x - 25

Now, x + 3x + (3x - 25) = 1375

= 7x -25 = 1375

= 7x = 1400

x = 200