(4x+5y)2\left(4x+\frac{5}{y}\right)^2(4x+y5)2
y=logx33+8y=\log\sqrt[3]{x^3}+8y=log3x3+8
100m(2)100m\left(2\right)100m(2)
x2−4x−7=21x^2-4x-7=21x2−4x−7=21
x3−3x⋅2x2+3x+5x^3-3x\cdot2x^2+3x+5x3−3x⋅2x2+3x+5
x=10⋅y+1⋅y2x=10\cdot y+1\cdot y^2x=10⋅y+1⋅y2
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