(2w3+4z5)\left(2w^3+4z^5\right)(2w3+4z5)
7⋅3+67\cdot3+67⋅3+6
6x3yz(2)−26x^3yz^{\left(2\right)-2}6x3yz(2)−2
2⋅(6+2)−(4−12+8)2\cdot\left(6+2\right)-\left(4-12+8\right)2⋅(6+2)−(4−12+8)
limx→−4(x+4x2−16)\lim_{x\to-4}\left(\frac{\sqrt{x+4}}{x^2-16}\right)x→−4lim(x2−16x+4)
∫cos2xcsc2xdx\int\cos^2x\csc^2xdx∫cos2xcsc2xdx
19⋅15⋅15019\cdot15\cdot15019⋅15⋅150
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