−1=sin(x)-1=\sin\left(x\right)−1=sin(x)
(p+3q−13z)2\left(p+3q-\frac{1}{3}z\right)^2(p+3q−31z)2
∫(x⋅e5t+3)dx\int\left(x\cdot e^{5t+3}\right)dx∫(x⋅e5t+3)dx
∫33(129+x2)dx\int_{\sqrt{3}}^3\left(\frac{12}{9+x^2}\right)dx∫33(9+x212)dx
∫9x−40x2−9x+20dx\int\frac{9x-40}{x^2-9x+20}dx∫x2−9x+209x−40dx
(−5)(−5)(−3)\left(-5\right)\left(-5\right)\left(-3\right)(−5)(−5)(−3)
5g+g+3g25g+g+3g^25g+g+3g2
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