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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
Find X when Y equals Xn?
Y=Xn Y/n=X
What is the first derivative of X to the 23 power?
(x23)'=23x22 Generally, (xn)'=n*xn-1
What are examples of periodic matrix?
A square matrix X is periodic if Xn = I, the identity matrix, and its period is n. If n = 1 then trivially, X = I, and Xk = I for all k. However, if n > 1, then Xn = I but Xk is not I for any k < n. Then Xna+b = Xna*Xb = Ia*Xb = Xb for all a. That is, X has a period of n. It can be shown that X, X2, ... , Xn-1 and I are distinct matrices that form a Group
What is the n in x incicating the number of factors of x?
not able to know what you mean?
The Xn indicating the number of factors of x?
yes, if you write x^n, then there are n x's multiplied together
What is the n in xn indicating the number of factor of x?
exponent exponent
What is the difference between an indicating and non-indicating piece of equipment?
The n in X" indicating the number of factors of X
The n x indicating the number of factors of x?
The exponent
Then n in x indicating the number of factors of x?
the exponent
What is the n in x indicating the number of factors of x?
There is no simple relationshipp between a number and the count of its factors.
The n in X indicating the number of factors of X is called?
The exponent
What is the n in x indicating the number of factors of x called?
The exponent
The n in x indicating the number of factors of x?
exponent exponent
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
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.
Indicating the number of factors of X?
The exponent tells how many times the base is used as a factor.
