What is sqrt(98a^{20)c^{15}} ?

The solution to sqrt(98a^{20)c^{15}} is 7sqrt(2)a^{10}c^7sqrt(c)

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simplify sqrt(98a^{20)c^{15}}

simplify

98 a^{20} c^{15}

72 a^{10} c^{7} c

Solution steps

98 a^{20} c^{15}

98 a^{20} c^{15} = 98 a^{20} c^{15}

= 98 a^{20} c^{15}

Simplify

a^{20} : a^{10}

= 98 a^{10} c^{15}

Simplify

c^{15} : c^{7} c

= 98 a^{10} c^{7} c

98 = 2 \cdot 7

= 2 \cdot 7 a^{10} c^{7} c

= 72 a^{10} c^{7} c

\frac{1 + 3 a}{27}

175 + 28 - 563

\frac{5}{2 x} - \frac{1}{9 x}

15 \div 15

\frac{2}{x} + x

What is sqrt(98a^{20)c^{15}} ?
The solution to sqrt(98a^{20)c^{15}} is 7sqrt(2)a^{10}c^7sqrt(c)