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Filed under Homework , Notes. I know how to solve the problem but im not sure what the purpose of the nth roots and what the relationship between nth roots and rational exponents.

That question is way out of my league. The purpose of the nth root is to find what times itself n times equals the number. The relationship between nth roots and rational exponents is that they both use square roots and powers.

The nth root answers the question that everyone asks themselves sooner or later. What times itself so many times equals itself? Well, the nth root answers that. The relationship between the nth root and rational exponents is that the nth root is set under one or over any other number if the problem is telling you to square or cube the whole thing.

The relationship between the rational exponents and the nth root is that the nth root is under one. The answer to question 2 is: Roots and radical equations are similar in the way that they both use powers and square roots. The nth roots purposeis to find what times itself N times equals the number.

The relationship between rational exponets and the nth root is that the nth root is under 1. What times itself n equals a number is the purpose and the relation is something about exponents and the square……….

The relationship between nth roots and rational exponents is that the nth root is under 1. Q-1 The purpose of the nth roots is that the number times itself equals the number. Q-2 The relationship between the nth roots and the rational exponents is under one.

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Try our Free Online Math Solver! Expression Equation Inequality Contact us. Math solver on your site. What does it mean to collect like terms and why is this important when adding or subtracting polynomials? What si this process called. Explain the difference between dealing with the denominators in simplifying a rational expression and dealing with the denominators in solving a rational equation.

How is solving for a specified variable in a formula similar to finding a solution for an equation or inequality? How is it different? Drill problems on finding the area bounded by the graphs of two or more functions. How is doing operations—adding, subtracting, multiplying, and dividing—with rational expressions similar to or different from doing operations with fractions.

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In mathematics, the number of multiplication of a same number is represented as an exponent. The base number is a number which is to be multiplied and the number of times of the base is in the power of the base. For example, 89 5. This represents the base value 89 is to be multiplied 5 times.

Examples on Exponents and Roots Back to Top. Then we evaluate it. Exponents and Radicals Practice Back to Top. Algebra Square Root Problems.

Nth Roots and Rational Exponents Calculator.

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Homework Help On Finding Nth Roots And Rational Exponents. Your order will be assigned to a competent writer who specializes in your field of study. Uni Essay: Homework help on finding nth roots and rational exponents the best professional service! Page 1 of 2 nth Roots and Rational Exponents nth Roots and Rational Exponents EVALUATING NTH ROOTS You can extend the concept of a square root to other types of roots. For instance, 2 is a cube root of 8 because 23 = 8, and 3 is a fourth root of 81 because 34 = In general, for an integer ngreater than 1, if bn= a, then bis an An nth root of ais written as na, where nis the of .

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