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Solve:
6x^2=12x ----(1)
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6x^2=12x
6x^2-12x = 0 (change side, then change sign)
6x(x-2) = 0
6 cannot be 0
Therefore either x= 0 or (x-2) = 0
And (x-2) = 0 implies x = 2
Answer: The two values for x are 0 and 2
Verification: Putting x= 0 in (1)
LHS = 6x^2 = 6X(0^2) = 6X0 = 0 = RHS
Hence x = 0 is correct
Putting x= 2 in (1)
LHS = 6x^2 = 6X(2^2) = 6X4 = 24 = 12X2 = RHS
Hence x = 2 is correct