Answer: (^ represents the exponent)
a) 10^x-1
b) 10^4x
c) c^6
Step-by-step explanation:
a) When you divide powers, you subtract their exponents. Since c = 10^x and it is being divided by 10^1, it would be the equivalent of 10^x-1
b) c= 10^x. c^4 would be equal to (10^x)^4 or [tex](10^{x})^{4}[/tex]. When powers are placed this way, you multiply their exponents. For instance [tex](3^{2})^{4}[/tex] would be [tex]3^{8}[/tex].
C) This is the same concept as part b, but reversed. 10^6x is equal to (10^x)^6, which is equal to c^6.
