3.6239 (to 4 dp)
The square root of 625 is 25 because 25 x 25 = 625. 625 also has a negative root = -25.
The square root of a fraction is(square root of the numerator) divided by (square root of the denominator).sqrt(625) = 25sqrt(36) = 6sqrt( 625/36 ) = 25/6 = 41/6
It is 25.
sqrt(625) = 25 NB Method Since 625 ends in '25', it will divide by '25' Hence 25)625 25)25 =1 Having reduced to '1' , we note that 625 is the product of 25 x 25 = 25^(2) = 625 Hence Inverting the mathematical function. 625 = 25^(2) 25 = 625^(1/2) The 'power' of '1/2 ' means the square root.
Fifth root of 32 = 2
YES!!!! 625 = 390625^(1/2) The power of '1/2' means the square root. So 625 is the square root of '390625'.
The square root of 625 is 25
the square root of 625 is 25 because 25*25=625
The square root of 625 is 25 because 25 x 25 = 625. 625 also has a negative root = -25.
The square root of 625 is: 25. No simplification is necessary.
25 squared is 625; the square root of 625 = 25
The square root of a fraction is(square root of the numerator) divided by (square root of the denominator).sqrt(625) = 25sqrt(36) = 6sqrt( 625/36 ) = 25/6 = 41/6
It is the square root of 625 which is 25
sqrt(625) = 25 25^(2) (Second power) = 625 Hence square root of 625 to the second power , you back to the original number. Mathematically it would be written as (625^(1/2))^(2) = 625^(2 x 1/2) = 625 ^(2/2) = 625^(1) = 625 !!!!! Remember the rules for manipulation of indices. a^(n) X a ^(m) = a^(n+m) a^(n) / a^(m) = a^(n-m) (a^(n))^(m) = a^(nm) In all cases the coefficient 'a' MUST be the same. You cannot do 2^(2) X 3^(2) = 6^(4) , because the coefficients are different.
25
It is 25.
Negative fourth root of a number= 1/the fourth root of the number. Fourth root of 625= 5 (5*5*5*5) 1/5