14x3+25x2−46x+1514x^3+25x^2-46x+1514x3+25x2−46x+15
5x2+9x=−45x^2+9x=-45x2+9x=−4
(e2t−2e−t)3\left(e^{2t}-2e^{-t}\right)^3(e2t−2e−t)3
12x2+24xy+72x−12=012x^2+24xy+72x-12=012x2+24xy+72x−12=0
b2−2b−24b^2-2b-24b2−2b−24
∫(x4+x)5(4x3+1)dx\int\left(x^4+x\right)^5\left(4x^3+1\right)dx∫(x4+x)5(4x3+1)dx
20x+(−18)=14x20x+\left(-18\right)=14x20x+(−18)=14x
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