Identify the radicand.
-$s^{2} t \sqrt{\frac{s}{s-3 t}}$
A) $\sqrt{\frac{s}{s-3 t}}$
B) $\frac{s}{s-3 t}$
C) $s^{2} t$
D) $\left(s^{2} t\right) \frac{s}{s-3 t}$

Name: Identify the radicand. -$s^{2} t \sqrt{\frac{s}{s-3 t}}$ A) $\sqrt{\frac{s}{s-3 t}}$ B) $\frac{s}{s-3 t}$ C) $s^{2} t$ D) $\left(s^{2} t\right) \frac{s}{s-3 t}$
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Question

Quizplus · Accepted Answer

The radicand is the expression inside the square root symbol, which is $\frac{s}{s-3 t}$.

Identify the Radicand s2tss−3ts^{2} t \sqrt{\frac{s}{s-3 t}}s2ts−3ts​​ A) ss−3t\sqrt{\frac{s}{s-3 t}}s−3ts​​ B) ss−3t\frac{s}{s-3 t}s−3ts​

Identify the Radicand $s^{2} t \sqrt{\frac{s}{s-3 t}}$ A) $\sqrt{\frac{s}{s-3 t}}$ B) $\frac{s}{s-3 t}$