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A Square Root to Fraction Converter

A Square Root to Fraction Converter

Square Root to Fraction Converter:

Square root to fraction converter is a tool that allows you to quickly convert a square root from a fraction to its equivalent fraction.

Root

Working with square roots is an exciting topic for math students, but they can be tricky. Beginner mathletes often rely on assumptions, like mistaking the square of 3 to be 6 just because 6 feels like 3 counted twice. But squaring involves multiplication, not addition. When we square 3 (or multiply 3 by itself), we get 9—the square root of 9 is 3. The square root of a number is defined as a value that gives the number when it is multiplied by itself, the symbol √ is used to represent a square root function. If the given number is not a perfect square fraction or number one can always use the long division method to find the same. The square root of a number is defined as a value, which gives the number when it is multiplied by itself, the symbol √ is used to represent a square root function. If the given number is not a perfect square fraction or number one can always use the long division method to find the same

The following example demonstrates how to multiply two radicals that have the same radicand but different roots. First, they're converted to exponential expressions. Next, they're multiplied by applying the exponent product property. The exponent product property allows you to simply add the exponents when the bases are the same.In this second example, there's no number written as the index of the radical. Therefore, the root is 2. The radicand is 7 with an exponent of 3. The 7 becomes the base of the exponential expression, and the 3 becomes the numerator of the exponent. The denominator of the exponent is 2, because the root is 2. = 9. Any nonnegative real number x has a unique nonnegative square root r; this is called the principal square root .......... For example, the principal square root of 9 is sqrt(9) = +3, while the other square root of 9 is -sqrt(9) = -3. In common usage, unless otherwise specified, "the" square root is generally taken to mean the principal square root."[1]. (Source: www.calculatorsoup.com)

 

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