Question

Simplify each expression. Use positive exponents. M^3 n^-6 p^0 show work

Answer 1

\[\large\rm m^3\color{orangered}{n^{-6}}\color{royalblue}{p^0}\]To deal with the orange part, we'll use this rule:\[\large\rm \color{orangered}{x^{-a}=\frac{1}{x^a}}\]We flip it! And the exponent becomes positive.

Do deal with the blue part,
Anything to the 0 power is 1.
You can think of it like... p^1 is p.
So p^0 is dividing p by itself.

Answer 2

\[\large\rm m^3\color{orangered}{n^{-6}}\color{royalblue}{p^0}=m^3\color{orangered}{n^{-6}}\color{royalblue}{1}\]So that rule takes care of the blue part.
Do you understand how the orange rule helps us? :D

Answer 3

I'm lost.. I seriously suck at algebra. I've been stuck on this question for 7 months

Answer 4

7 months?? 0_o oh boy

Answer 5

Anyway, exponent rule tells us to flip it, and change the exponent to positive,\[\large\rm m^3\color{orangered}{n^{-6}}\color{royalblue}{p^0}=m^3\color{orangered}{\frac{1}{n^6}}\color{royalblue}{1}\]

Answer 6

Hold up.
M^3 N^-6 P^0
M^3 x 1/n^6
=m^3/n^6

Answer 7

What now o.o

Answer 8

nothing else :o

Answer 9

You mean.... I'm finally done O.O

Answer 10

lol ya :U