Does /-- ( Radical 7/10 ) =
/ 7 /-- ( Radical 70 over
/ - \/ 70 10 )
\ / 10 __
10
Sorry, really messed up the wording
sqrt(7/10) = sqrt7/sqrt10
= sqrt7*sqrt10/[sqrt10]^2
= (sqrt70)/10 = 0.83666..
Is that what you meant to ask?
To determine if the expression /-- ( Radical 7/10 ) equals /-- ( Radical 70 / 10), we can simplify both expressions and compare them.
1. Simplifying /-- ( Radical 7/10 ):
- Start by simplifying the radicand (the number inside the square root) if possible.
- In this case, the radicand 7/10 cannot be simplified further because 7 and 10 do not share any common factors.
- Therefore, the expression /-- ( Radical 7/10 ) cannot be simplified any further.
2. Simplifying /-- ( Radical 70 / 10 ):
- First, handle the division inside the square root by simplifying the fraction 70/10.
- We can divide both the numerator (70) and the denominator (10) by their greatest common divisor, which is 10.
- 70 ÷ 10 = 7 and 10 ÷ 10 = 1.
- So, the fraction 70/10 simplifies to 7/1, which is just 7.
- Now we have /-- ( Radical 7 ).
Comparing the simplified expressions:
- The first expression is /-- ( Radical 7/10 ).
- The second expression is /-- ( Radical 7 ).
Since both expressions have the same radicand, which is 7, and the square root only involves positive values, we can say that /-- ( Radical 7/10 ) is equal to /-- ( Radical 7 ).
Therefore, /-- ( Radical 7/10 ) = /-- ( Radical 70 / 10 ).