dydx=(1−y)(10−y)\frac{dy}{dx}=\left(1-y\right)\left(10-y\right)dxdy=(1−y)(10−y)
m6−36m6-36m6−36
(9p4+7p)(5p3+9x)\left(9p^{4}+7p\right)\left(5p^{3}+9x\right)(9p4+7p)(5p3+9x)
∫((x2+3)5)dx\int\left(\left(x^2+3\right)^5\right)dx∫((x2+3)5)dx
w−5≥17w-5\ge17w−5≥17
6a−9−a26a-9-a^26a−9−a2
7y+5y−4y7y+5y-4y7y+5y−4y
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