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x(x-3) = (x+2)^2
x * x = x x * 2 = 2x
is that right so far?
x*x does not equal x.
rethink it
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2x
no, that'd be x+x. for your future knowledge, x*x= x^2
oh, okay so x * x = x^2 x * 2 = 2x ????
\(\bf x(x-3) = (x+2)^2\implies (x\cdot x)+(x\cdot -3)=(x+2)(x+2)\)
yeah, that's one side of it
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aptly stated jdoe
\(\bf (x+2)(x+2)\implies (x\cdot x)+(x\cdot 2)+(2\cdot x)+(2\cdot 2)\)
x^2 + -3x =
wtf im so lost now
>,<
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\(\Large \begin{array}{cccl} x(x-3) &= &(x+2)^2\\ (x\cdot x)+(x\cdot -3)& = & (x\cdot x)+(x\cdot 2)+(2\cdot x)+(2\cdot 2) \end{array}\)
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