can any one say me root of 50
Answers
Answer:
Steps to the Problem
Step 1: Write the square root of 50

This step is so simple, we almost left it out! But we need to start somewhere, and writing 50 underneath the square root symbol is an excellent place to start. This symbol is what is used in mathematics to let anyone viewing it know that what's under this symbol is different than anything outside of the square root symbol.
Step 2: Factor 50 under the square root symbol

The first step in simplifying the expression of the square root of 50 involves finding factors of 50. This just means we are trying to find two whole numbers that, when multiplied, equal 50. Since 50 is an even number, 2 is going to be a factor, and so we can rewrite 50 as 2 times 25. Of course, since 50 was underneath the square root symbol, then its factors also have to be under that same symbol.
Step 3: Continue factoring until you have all prime numbers

To simplify a number underneath the square root symbol, it is very useful to keep factoring the factors until the only factors that are left are prime numbers. In this problem that is just one more step, because the only way to factor 25 is to break it up into 5 times 5. When trying to simplify the square root of other numbers, you may have to continue factoring for multiple steps beyond this one.
Step 4: Combine factors using exponents

Repeated factors can be rewritten more efficiently by using exponents. In our problem, we can combine the two factors equal to 5 into one factor that is equal to a base of 5 with an exponent of 2. Another way to say a base of 5 with an exponent of 2 is just 5 squared.
Step 5: Move bases outside of square root symbol, if possible