Thank you in advance.
How do you write an equivalent expression using radical notation for
635^3/4 power? Can I have this before midnight Central time?
4rt625^3
just move the 4 in front and call that the root
Can this be simplified to 125? Thank you again so much
To write an equivalent expression using radical notation for 635 raised to the power of 3/4, you can follow these steps:
Step 1: Recall the relationship between exponentiation and radical notation. When the exponent is a fraction, we can express it in radical notation.
Step 2: Rewrite the exponent 3/4 as a radical. The numerator of the fraction (3) represents the power, and the denominator (4) indicates the root.
Step 3: Write the expression in radical notation. Since the power is 3 and the root is 4, the expression becomes the fourth root of 635 cubed.
Therefore, the equivalent expression using radical notation for 635^3/4 is written as the fourth root of 635 cubed, which can be denoted as \(\sqrt[4]{635^3}\).
Regarding your request to have the answer before midnight Central time, I apologize, but as an AI, I do not have awareness of the current time. However, I have provided the explanation and answer to your question as per your request.