(−318)+(−146)+(189)\left(-318\right)+\left(-146\right)+\left(189\right)(−318)+(−146)+(189)
4x6−7x4+2; x=−1; 4x^6-7x^4+2;\:x=-1;\:4x6−7x4+2;x=−1;
∫(x)(x+1)25dx\int\left(x\right)\left(x+1\right)^{\frac{2}{5}}dx∫(x)(x+1)52dx
∫1−3ex⋅exdx\int\sqrt{1-3e^x}\cdot e^xdx∫1−3ex⋅exdx
−4(4−2+5)−1−{1−[8+(−3−1)−(−7+4)]+3−4}-4\left(4-2+5\right)-1-\{1-[8+\left(-3-1\right)-\left(-7+4\right)]+3-4\}−4(4−2+5)−1−{1−[8+(−3−1)−(−7+4)]+3−4}
6xy+8x−3xy+x−xy6xy+8x-3xy+x-xy6xy+8x−3xy+x−xy
∫−π2π2sin(x+1)2dx\int_{-\frac{\pi}{2}}^{\frac{\pi}{2}}\sin\left(x+1\right)^2dx∫−2π2πsin(x+1)2dx
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