lnxcos4xlnx^{cos4x}lnxcos4x
x2−8x+16=(x−4)2x^2-8x+16=\left(x-4\right)^2x2−8x+16=(x−4)2
(2a+25)2\left(2a+25\right)^2(2a+25)2
2+(x+3)+2+(x+3)2+\left(x+3\right)+2+\left(x+3\right)2+(x+3)+2+(x+3)
49x+ 56x +718x\frac{4}{9x}+\:\frac{5}{6x\:}+\frac{7}{18x}9x4+6x5+18x7
8v−8y8v-8y8v−8y
(2x3+y)⋅(−14−xy)\left(2x^3+y\right)\cdot\left(-\frac{1}{4}-xy\right)(2x3+y)⋅(−41−xy)
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