∫4xe2xdx\int\frac{4x}{e^{2x}}dx∫e2x4xdx
−48(−20+8.4)−4.(2.4+5)-\frac{48}{\left(-20+8.4\right)}-4.\left(2.4+5\right)−(−20+8.4)48−4.(2.4+5)
∫4x2sin(2x+5)dx\int4x^2\sin\left(2x+5\right)dx∫4x2sin(2x+5)dx
2xy2+4xy−3xy22xy^{2}+4xy-3xy^{2}2xy2+4xy−3xy2
(4m−5h2)(5h2−4m)\left(4m-5h^2\right)\left(5h^2-4m\right)(4m−5h2)(5h2−4m)
38:(−2)+5⋅(−7)−1638:\left(-2\right)+5\cdot\left(-7\right)-1638:(−2)+5⋅(−7)−16
7k+4k7k+4k7k+4k
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