6x+3x(4x+2)6x+3x\left(4x+2\right)6x+3x(4x+2)
∫cos(7t)cos(5t)dt\int\cos\left(7t\right)\cos\left(5t\right)dt∫cos(7t)cos(5t)dt
∫[6x2(2x3+7)9]dx\int\left[6x^2\left(2x^3+7\right)^9\right]dx∫[6x2(2x3+7)9]dx
x2+15x+27=2x2+24x+41x^2+15x+27=2x^2+24x+41x2+15x+27=2x2+24x+41
(z+9)(z−2)\left(z+9\right)\left(z-2\right)(z+9)(z−2)
(2xy2+yex)dx+(2x2y+ex−1)dy=0\left(2xy^2+ye^x\right)dx+\left(2x^2y+e^x-1\right)dy=0(2xy2+yex)dx+(2x2y+ex−1)dy=0
x′=x⋅tx'=x\cdot tx′=x⋅t
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