Question

Find the value of A+B+C where, A= A+B+C;
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Answer 1

Answer:

A = 1

B =2

C=5

Step-by-step explanation:

Our equitation is

ABx BA=BCB

A,B and C are single digit numbers ranging from 1 to 9

By seeing above equation we can conclude that AB and BA are such numbers whose multiplication numbers are in three digits.

So A and B should be less than five and minimum.

So we will do try and error method

Put A =1

B can not be 1 because AAXAA =A to power 4 =1

So it can not be equal to 1C1 if we follow algebra

Now take B=2

then 12x21=252

So C=5

So A = 1

B =2

C=5

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