Online Square Root of 250 Tutors

Online Square Root of 250 Tutors Square root of 250 is written using the square root radical sign as 250 and it can be simplified further by splitting the number 250 into its prime factors. 250 is split into its prime factors as 2 * 5 * 5 * 5 which implies 250 = (2 * 5 * 5 * 5). Now we can simplify this further by pulling out the number which is multiplied to itself. This gives 250 = 5 * (2 * 5) = 510. Therefore the square root of 250 is 250 = 510. Example 1: Find the value of the expression, 40 + 250. Here each square root radical should be simplified further. 40 = (2* 2* 2* 5). Now pull out the number which is repeating twice inside the radical. This gives: 40 = 2(2* 5)= 210 and similarly 250 = 510. So, 40 + 250 = 210 + 510 = (2 + 5) 10 = 710. (They are like terms since they have the same radical 10 and hence can be added). Hence the value of the expression, 40 + 250 is = 710. Example 2: Find the value of the expression, 250 - 10. Here each square root radical should be simplified further. 10 = (2* 5)and it is already in its simplified form as no number is repeating twice inside the radical to be pulled out. And we have 250 = 510. So, 250 - 10 = 510 -110 = (5 1) 10 = 410. (They are like terms since they have the same radical 10 and hence can be added). Hence the value of the expression, 250- 10 is = 410.