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$\left(x-5\right)^2=24\left(y-4\right)$

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Other solved exercises

$3x-4>14-x$

$6x+7=2x+71$

$\frac{\left(2x^5\right)^4-1^4}{2x^5-1}$

$5b\:-\:8n\:-\:2n\:-15b\:+3b\:-\:2n$

$3n+5p+2+n$

$5^x-a^y^2\:10x^2$

$\left(5u-2\right)^3$
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