Online Square Root of 75 Tutors

Online Square Root of 75 Tutors Square root of 75 can be calculated using the prime factorization method. Square root of 75 is represented as 75 where is the square root radical sign. In order to find the square root of 75, we can first split the number 75 into its prime factors which implies 75 = 3 * 5 * 5. Hence we get 75 = (3 * 5 * 5) and now we can simplify this further by pulling out the number repeating twice inside the radical. Therefore we get, 75 = 53. Example 1: Simplify the given expression, 3 + 75. Here each square root radical should be simplified further. 3 cannot be simplified further as it is already in its simplified form since no number is repeating twice inside the radical to be pulled out. And we have 75 = 53. So, 3 + 75 = 13 + 53 = (1 + 5) 3 = 63. (They are like terms since they have the same radical 3 and hence can be added). Hence the value of the expression, 3 + 75 is = 63. Example 2: Simplify the given expression, 3 * 75. Here each square root radical should be simplified further. 3 cannot be simplified further as it is already in its simplified form since no number is repeating twice inside the radical to be pulled out. And we have 75 = 53. So, 3 * 75 = 3 * 53 = 5 * (3 * 3) = 5 * 3= 15. Hence the value of the expression, 3 *75 is = 15.