\( (x^5)^{3} = ? \)
\(x^{15}\)
Explanation
\(\left(x^{5}\right)^{3}\) is the same as \(\left(x^{5}\right)\left(x^{5}\right)\left(x^{5}\right)\)because the base is the same, the exponents are added or \(x^{(5+5+5)}=x^{15}\).
If \( {5^{11}} = {5^2} \times {5^m}\), what is the value of m?
\(\sqrt {25} \times \sqrt {49}\)
If \(\frac{0.04}{\text{x}}=1\), then x =
Factor \( x^{2} + 12x + 35\)
What is \( \sqrt 4 \times \sqrt {81} ?\)
\(\sqrt[4]{{81}} = ? \)
What is \( \sqrt{36}\times \sqrt {25}?\)
What's the cube root of \(8x^{3}\)?
The area of a rectangle is \(144 in^{2}\) . If the length of the rectangle is 16 in., what is its width?