Question

solve it, if aa+bb=cbc then what is the value of a,b and c.​

Answer 1

Answer:

aa+bb=cbc

a= cbc-bb/a

b= cbc-aa/b

c= aa+bb/bc

Answer 2

a  = √b(c²-b)

b  = a²/(b - c²)

c = ±√a²/b +b

GIVEN: aa+bb=cbc

TO FIND: a, b, c

SOLUTION:
As we are given in the question,

aa+bb=cbc

Case 1: To find the value of variable a.

aa + bb = cbc

a² + b² = c²b

a² = c²b - b²

a = ±√b(c²-b)

Case 2: To find the value of variable b.

aa + bb = cbc

a² + b² = c²b

b² = c²b - a²

b² - c²b = a²

b(b - c²) = a²

b = a²/(b - c²)

Case 3: To find the value of variable c.

aa + bb = cbc

a² + b² = c²b

a² + b² = c²

    b

a²/b +b = c²

±√a²/b +b = c

The values of the following variables are:

a  = √b(c²-b)

b  = a²/(b - c²)

c = ±√a²/b +b

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