x−15=−34x-15=-34x−15=−34
(3xy2−4x2z2)\left(3xy^2-4x^2z^2\right)(3xy2−4x2z2)
102+100x+25010^2+100x+250102+100x+250
2dxdt+3x=e−t2\frac{dx}{dt}+3x=e^{-t}2dtdx+3x=e−t
−x2+7x=−10-x^2+7x=-10−x2+7x=−10
(10)(−3)(5)(−4)\left(10\right)\left(-3\right)\left(5\right)\left(-4\right)(10)(−3)(5)(−4)
(2.90)⋅(−30.6)\left(2.90\right)\cdot\left(-30.6\right)(2.90)⋅(−30.6)
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