What is sqrt(121p^5r^7s^4) ?

The solution to sqrt(121p^5r^7s^4) is 11p^2r^3s^2sqrt(p)sqrt(r)

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simplify sqrt(121p^5r^7s^4)

simplify

121 p^{5} r^{7} s^{4}

11 p^{2} r^{3} s^{2} p r

Solution steps

121 p^{5} r^{7} s^{4}

121 p^{5} r^{7} s^{4} = 121 p^{5} r^{7} s^{4}

= 121 p^{5} r^{7} s^{4}

121 = 11

= 11 p^{5} r^{7} s^{4}

Simplify

p^{5} : p^{2} p

= 11 p^{2} p r^{7} s^{4}

Simplify

r^{7} : r^{3} r

= 11 p^{2} p r^{3} r s^{4}

Simplify

s^{4} : s^{2}

= 11 p^{2} p r^{3} r s^{2}

= 11 p^{2} r^{3} s^{2} p r

(j - 3)^{19}

(- 2.5) + (- 5.6) + (9.7)

\frac{9}{108}

\frac{2 e f ^{- 1}}{e ^{- 1}}

\frac{1}{30} + \frac{1}{20}

What is sqrt(121p^5r^7s^4) ?
The solution to sqrt(121p^5r^7s^4) is 11p^2r^3s^2sqrt(p)sqrt(r)