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do you understand how I would get \[103 = (x+6)(3x-2) ~-(x-1)(2x)\]
Yes
great now can you factor it out, and put it all to one expression?
\[103=3x^2-12\] is that right?
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for the first part?
no, \[(a+b)(c+d) = ac+ad+bc+bd\]
\[103 = (x+6)(3x-2) ~-(x-1)(2x)\\103= 3x^2-2x+18x-12-(2x^2-2x)\\103 = 3x^2+16x-12-2x^2+2x\\103=x^2+18x-12\\0=x^2+18x-115\]
how come the 2x^2 is x^2?
3x^2 - 2x^2
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oh okay
@snowflake0531 wrote:
\[103 = (x+6)(3x-2) ~-(x-1)(2x)\\103= 3x^2-2x+18x-12-(2x^2-2x)\\103 = 3x^2+16x-12-2x^2+2x\\103=x^2+18x-12\\0=x^2+18x-115\]
yes
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