Question

Let x = 20^1/4 Rewrite the equation in the previous answer box, replacing 20^1/4 with xx (substitute).

Answer 1

If we let \( x = 20^{1/4} \), then we can replace \( 20^{1/4} \) with \( x \) in any equation or expression.

For example, if you had an expression such as:

\[ 20^{1/2} + 20^{1/4} = y \]

You can rewrite it by substituting \( 20^{1/4} \) with \( x \):

1. Notice that \( 20^{1/2} \) can be rewritten as \( (20^{1/4})^2 = x^2 \).
2. Replace \( 20^{1/4} \) with \( x \):

So the expression becomes:

\[ x^2 + x = y \]

If you have a specific equation you'd like to modify, please provide it, and I can help rewrite it accordingly.