What is three root 1/3 ? I'm not sure if that looks right in words, but I don't know how to post the square root symbol. If that doesn't make sense, then pretend that this sign: % is a square root:
3 %1/3
The 3 looks like it's a little above it. Please help me.
It's Radical Functions and Radical Exponents Ch.6, and I do not understand how to do this problem at all..
3√(1/3) is the same as 3√1/√3, which is the same as 3/√3.
If you are expected to get rid of the radical in the denominator, multiply both the top and bottom by the equivalent of 1 to get rid of the radical.
3/√3 * √3/√3 = (3√3)/(√9) = (3√3)/3 = √3
I hope this helps and is what you were asking.
The expression you provided, 3 √1/3, represents the cube root of 1/3.
To evaluate this expression, follow these steps:
Step 1: Rewrite the fraction as a simplified decimal form. Here, 1/3 is already in simplified form and is equal to approximately 0.333.
Step 2: Calculate the cube root of 0.333. You can do this by using a scientific calculator or an online calculator. The cube root of 0.333 is approximately 0.708.
Therefore, 3 √1/3 is approximately equal to 0.708.
I hope this helps! Let me know if you have any further questions.