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6Xsquared-41x-7 how do i factor this??
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You can find its roots, say x1 and x2 and then write it in the form a(x-x1)(x-x2), where a is the coefficient of x^2 (6 in this case).
okay..
im somewhat confused so what would go in parenthesis, (6x-x)(x-x) what are the missing x's?
The roots of the quadratic. You find the discriminant and after that, you find the roots. Do you know the methodology?
no those words are too big
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A quadratic is written in the form: \[ax^2+bx+c\] Here you have: \[6x^2-41x-7\] So what would be the values for a,b,c in this case?
\[6x ^{2}-41x-7=6x ^{2}-\left( 42-1 \right)x-7 =6x \left( x-7 \right)+1\left( x-7 \right)\] \[=\left( x-7 \right)\left( 6x+1 \right)\]
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