SOLUTION: can u help me on this hehe i need 3 examples of every law of exponents(FIRST TO FOURTH LAW) thank you so much The Product rule for radicals root(xy, n) = root(x, n) * roo

Question 1199762: can u help me on this hehe i need 3 examples of every law of exponents(FIRST TO FOURTH LAW) thank you so much

The Product rule for radicals

root(xy, n) = root(x, n) * root(y, n)
where x and y are nonnegative numbers and n is a counting number.

The Quotient Rule for Radicals:
root(x/y, n) = (root(x, n)/(root(y, n)
where x and y are nonnegative numbers and y=0.
Additional Rule:
root(m) root(n) x = root(mn)x
Laws of Radicals
First Law of Exponents: xm. xn = xm+n
Second Law of Exponents: xm/xn = xm-n; if x = 0 and m>n
Third Law of Exponents: (xm)n = xmn
Fourth Law of Exponents: (xy)m = xmym
Extension of the Second Law of Exponents:
1. The Zero Exponent: x0 = 1; where x = 0.
2. Definition of Negative Exponent: x-n= 1/xn where x = 0 and n is a counting number.
Answer by Solver92311(821) (Show Source): You can put this solution on YOUR website!

You can do this yourself. Just pick any numbers you like for

, and/or

and substitute those numbers for the variables in the stated rules.

John

My calculator said it, I believe it, that settles it

From
I > Ø

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