Question

Divide 4095 among A, B and C such that B gets 75% of A and the ratio between A and C is 4:8.​

Answer 1

Answer:

A = 1092  , B = 819   C = 2184

Step-by-step explanation:

Find B in terms of A

first of all create an equation for each of the values

since B is 75% of A

hence B is equal to 0.75 A

Find C in terms of A

now that we have figured out what B is , we need to find out what C is

since the ratio between A and C is 4:8

hence we can simplify the ratio  

                              4:8

becomes                1: 2

therefore 1 C is equal to 2A

now you can create an equation:

4095 = A + 0.75A + 2A

now find A .

4095 = 3.75A

therefore A = 1092

hence B becomes = 0.75 * 1092 =819

hence C becomes  = 2*1092 =2184

A = 1092  , B = 819   C = 2184

hope this helps

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