Answer:
Therefore, the expression 5/3√x can be written in the form ax^n as (5/3)x^(1/3).
Explanation:
The expression 5/3√x can be simplified and written in the form ax^n, where a and n are constants.
To express 5/3√x in the form ax^n, we can rewrite the expression as (5/3)x^(1/3).
In this form, a = 5/3 and n = 1/3.
Here's a step-by-step breakdown:
Step 1: Rewrite the expression as a fraction over a radical: 5/3√x.
Step 2: Simplify the radical by rewriting it as a fractional exponent: (5/3)x^(1/3).
Step 3: Identify the value of a: a = 5/3.
Step 4: Identify the value of n: n = 1/3.
Therefore, the expression 5/3√x can be written in the form ax^n as (5/3)x^(1/3).