(−9)−(+12)−(−2)\left(-9\right)-\left(+12\right)-\left(-2\right)(−9)−(+12)−(−2)
∫t5t2+4dt\int t\sqrt{5t^2+4}dt∫t5t2+4dt
∫(6((x2)−1))dx\int\left(\frac{6}{\left(\left(x^2\right)-1\right)}\right)dx∫(((x2)−1)6)dx
78+727^8+7^278+72
(x)(x−15)\left(x\right)\left(x-15\right)(x)(x−15)
−45+−14−89−156+342-45+-14-89-156+342−45+−14−89−156+342
m2+14m+33m2+14m+33m2+14m+33
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