x2−16x+80x^2-16x+80x2−16x+80
∫tdt\int tdt∫tdt
12f=−3612f=-3612f=−36
8⋅10+1−2(32−1)\sqrt{8\cdot10+1}-2\left(3^2-1\right)8⋅10+1−2(32−1)
64x2y2−z264x^2y^2-z^264x2y2−z2
x2−16xx2-16xx2−16x
(−69)−(−3)\frac{\left(-69\right)}{-\left(-3\right)}−(−3)(−69)
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