$\left(2x^2+10\right)\cdot13x^2$
$\left(2.99\right)^{12}$
$\log\left(a-b+1\right)=\log\left(ab\right)+1$
$\left(m\:-\:4n\right)\:\:\left(m\:+\:4n\right)$
$\frac{\frac{3x}{2y}}{\frac{4y^{-3}}{4x^{-5}}}$
$60^2-61^2$
$3x^2+20x+32=0$
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