5cos2x+3sin2x=3+2cos25cos^2x+3sin^2x=3+2cos^25cos2x+3sin2x=3+2cos2
∫(−23s−3x)dx\int\left(-\frac{2}{3}s^{-3x}\right)dx∫(−32s−3x)dx
2⋅(7)3+27⋅(−12)2+84⋅(7)−492\cdot\left(7\right)^3+27\cdot\left(-\frac{1}{2}\right)^2+84\cdot\left(7\right)-492⋅(7)3+27⋅(−21)2+84⋅(7)−49
12x2+4x−3x2+8+10x+312x^2+4x-3x^2+8+10x+312x2+4x−3x2+8+10x+3
(4x5y7)(2x2y−5)2\left(4x^5y^7\right)\left(2x^2y^{-5}\right)^2(4x5y7)(2x2y−5)2
sen2x+cos2xsen2xsen2xsen2x\frac{sen2x+cos2xsen2x}{sen2xsen2x}sen2xsen2xsen2x+cos2xsen2x
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