Question

What expression represents the value of x?

Answer 1

Answer:

a) $x=(w+z)\sqrt{w}$

b) $x=(w+z)\sqrt{z}$

c) $x=y\sqrt{w}$

d) $x=z\sqrt{w}$

Step-by-step explanation:

The question does not give contain options, but let me provide a list of solutions to the question.

a) x equals the square root of quantity w times the sum of w plus z end quantity

The square root of quantity w is given as $\sqrt{w}$,  the sum of w plus z is given as $w+z$. Therefore x equals the square root of quantity w times the sum of w plus z end quantity is given as:

$x=(w+z)\sqrt{w}$

b) x equals the square root of quantity z times the sum of w plus z end quantity

The square root of quantity z is given as $\sqrt{z}$,  the sum of w plus z is given as $w+z$. Therefore x equals the square root of quantity z times the sum of w plus z end quantity is given as:

$x=(w+z)\sqrt{z}$

c) x equals the square root of quantity w times y end quantity

The square root of quantity w is given as $\sqrt{w}$, Therefore x equals the square root of quantity w times y end quantity is given as:

$x=y\sqrt{w}$

d) x equals the square root of quantity w times z end quantity

The square root of quantity w is given as $\sqrt{w}$, Therefore x equals the square root of quantity w times z end quantity is given as:

$x=z\sqrt{w}$