Square Root Formula
The square root of a number has the exponent 1/2. The square root formula is used to find the square root of a number.
Square Root Formula:√x = x1/2
Various other square root formulas are:
- √x = x1/2
- √x . √x = x
- x√y . x√y = x2y
- √(x × y) = √x × √y
- √(x / y) = √x / √y
- x / √y = (x / √y) × ( √y / √y) = (x . √y)/y
- x / (y + z. √p) = [x / (y + z√p)]×[(y – z√p)/ (y – z√p)] = [x(y – z√p)]/[y2 – z2p]
- x / (y – z. √p) = [x / (y – z√p)]×[(y + z√p)/ (y + z√p)] = [x(y + z√p)]/[y2 – z2p]
Square Root Formula
Square root formula is a mathematical expression that calculates the square root of a number. For a non-negative real number xx, the square root y is a number such that y2 = x. A square root is an operation that is used in many formulas and different fields of mathematics.
This article is about square root and square root formulas. The square root of a number is a number squaring which gives the original number. Multiple square root formulas are discussed in this article with their problems.
Table of Content
- Square Root Definition
- Square Root Symbol
- Square Root Formula
- Methods for finding Square Root
- Square Root Table
- Examples on Square Root Formulas