(2x+5)(x−1)\left(2x+5\right)\left(x-1\right)(2x+5)(x−1)
∫ye0.2y dy\int ye^{0.2y}\:dy∫ye0.2ydy
6x−12=126x-12=126x−12=12
∣(2x+5y2)2−(x3−2y)2∣\left|\left(2x+5y^2\right)^2-\left(x^3-2y\right)^2\right|∣∣(2x+5y2)2−(x3−2y)2∣∣
9x5+12x3−6x69x^5+12x^3-6x^69x5+12x3−6x6
cos(45+(−1213))\cos\left(\frac{4}{5}+\left(-\frac{12}{13}\right)\right)cos(54+(−1312))
7+4+32−53+27+4+3^2-53+27+4+32−53+2
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