Question

DIVIDE RS 6600 BETWEEN A B AND C SO THAT A HAS TWICE AS MUCH AS B , AND B HAS HALF AS MUCH AS C .
WITH EXPLANATION

Answer 1

c has x

then b has x/2

a has x/2×2= x

x+x/2+x=6600

take LCM

2x+x+2x= 6600×2

5x= 13200

x= 2640

therefore a=c= 2640

and b = 1320

hope this help u

Answer 2

Step-by-step explanation:

if a is twice as much of b it can be said A=2B. (1)

Also since b is half of c we can say

1/2 of C =B

that gives us C=2B. (2)

Now we get the equation as

2B + B + 2B=6600

5B=6600

B=1320

putting the value of b in (1)

A=2(1320)

A=2640

putting the value in (2)

C=2B

C=2640

thus the distribution will be as

A=2640 B=1320 C=2640