how to get the height of a right circular cone
solve -4^4
5p^2-25p+20/p-1
2(4/2)2
$\sqrt{\32}$+$\sqrt{\2}$/$\sqrt{\48}$+$\sqrt{\12}$
which expression is equivalent to (7^-19) (7^2)?
$\sqrt{\32}$/$\sqrt{\2}$/$\sqrt{\48}$/$\sqrt{\12}$
$\sqrt{\32}$+$\sqrt{\48}$/$\sqrt{\8}$+$\sqrt{\12}$
sqrt(100)
$\sqrt{\32}$ $\sqrt{\48}$ / $\sqrt{\8}$ $\sqrt{\12}$
