The square root of 7, denoted as √7, is already in its simplest form because 7 is a Prime number and cannot be factored into smaller perfect squares. Therefore, it cannot be simplified further. The value remains as √7, which is approximately 2.6457513110645906 when expressed as a decimal.
7 times the square root of 7
4 times the square root of 7
There is no simplification.
√343 = √(7^2 x 7) = 7 √7
sq. root of 98 =sq. root of 49*2 =7*sq.root of 2 =7*1.414 =9.898
the 4th root of 49 is the square root of the square root of 49 since square root 49 =7 then simplify is square root of 7
7 times the square root of 7
4 times the square root of 7
There is no simplification.
300 = 3 x 100 Hence sqrt(300) = sqrt(3 x 100) => sqrt(3) X sqrt(100) => sqrt(3) X 10 NB Remember '100' = 10 x 10 Hence sqrt(300) = 10*Sqrt(3)
Expressed as a surd, the square root of 448 is equal to 8 sqrt(7).
√343 = √(7^2 x 7) = 7 √7
The expression cannot be simplified.
sq. root of 98 =sq. root of 49*2 =7*sq.root of 2 =7*1.414 =9.898
Well, there technically is not a way to simplify the square root of 2, but the simplified version of the square root of 72 is 6 square root 2
√112 = √(42 x 7) = √(42) x √7 = 4√7
To simplify the square root of 91x, you need to factor out any perfect squares from the radicand. In this case, 91 is not a perfect square, but it can be factored into 7 and 13, both of which are prime numbers. Therefore, the square root of 91x cannot be simplified further and remains as sqrt(91x).