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exponent exponent

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Nelle Bednar

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n is the exponent

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Q: What is the n in xn indicating the number of factor of x?
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The n in Xn indicating the number of factors of X?

the answer would be exponentthe n in x indicating the number of factor of x is exponent


The Xn indicating the number of factors of x?

yes, if you write x^n, then there are n x's multiplied together


The n in X indicating thenumber of factors of X?

nX in this case this says that n multiplys X by a factor of n Xn in this case this says that X is to the power of factor n not really another other case I can think of. Not sure what you are asking


Can you Factor completely xelevado a n - yelevado a n?

xn- yn=(x - y)(xn-1 + xn-2y +xn-3y2 +. . .+x2yn-3+xyn-2 + yn-1)


What is x to the power of the number that it is divided by?

This is represented as the algebraic expression xn/n or xn ÷ n.


Why when you have a nonzero number and its exponent is 0 why is the number equal to 1?

x0 = x(n -n), which is equal to xn/xn by the law of powers. This obvoiusly = 1


Newtons iteration formula for finding square root of N?

xn+1 = 1/2 ( xn + N/xn )


Suppose that X1 1 and thatXn 1 1 for n NProve by induction that xn for n N?

Suppose that X1 = 1 and that Xn+1 = 1+ , for n > N Prove by induction that xn for n N


What number should come next 1 7 14 22?

31. The pattern is likely xn = xn-1 + n + 6.


What monomial term has the form xn where the coefficient is a and the degree is n?

If by "xn" you mean ax^n then the answer is "a"


How do you factor xn - yn?

What you need to do is look for a common term throughout the expression. i.e. something that is multiplying everypart of the expression. In this case the common term is n. This common term goes on the outside the bracket: n(x-y) = xn - yn


Why is anything to the power of one?

It isn't. You're thinking of anything to the power zero. x0 = x(n - n) which equals xn divided by xn which equals 1.