Question

If zn = z√, what value of n makes this equation true?

Answer 1

Note that:

• Given equation: zn = z√x (x = unknown value)

Simplify the equation and solve for the variable n.

• zn = z√x
• z(n) = z(√x)
• => n = √x

The value of n to make the equation (zn = z√x {x = unknown value}) true is √x.

Answer 2

`zn\:=\:z√(n^2)`

Explanation:

zn = z√?

√? =
`(zn)/(z)`

√? = n

? = n²

Therefore z√n² makes the statement zn true