Answer:
The third option choice
Step-by-step explanation:
Here you have the term (n^-6)(p^3)
(n^-6)(p^3) = (n^-6)(p^3)/1
[And whole number can be written over 1. For example, 4 = 4/1.]
You can see that n has a negative exponent, -6.
My teacher taught it to me like this:
If this is our expression;
(n^-6)(p^3)
--------------- <------ [and thats a fraction bar]
1
Think of the fraction bar as a bunk bed. Since the (n^-6) isn't happy being "on top of the bunk bed," [since its a negative exponent] move it to the bottom bunk.
So your new expression would be:
(p^3)
-------------- <-------- [fraction bar]
(n^6)
Moving n^6 to the bottom changes it into a positive exponent.
So, the third option choice would be correct.
That's the best way I can explain it! I hope this helps!!! :)
