Question

BA *B3 = 57A find the of A and B

Answer 1

Given BA*B3=57A
taking common as B from given equation then B(3A)=57A
then B=57A/3A=19
Hence B=19
By substituting the value of B in given equation you will get the value of A is 1
Hence A=1,B=19
Verify it if you want.

Answer 2

Answer:

Given BA*B3=57A

taking common as B from given equation then B(3A)=57A

then B=57A/3A=19

Hence B=19

By substituting the value of B in given equation you will get the value of A is 1

Hence A=1,B=19

Verify it if you want

Step-by-step explanation:

PLS MARK AS BRAINLEST