In simplified exponential notation, what is the value of #x^3*x^-4*x#?

1 Answer
Feb 26, 2017

We will use these three rules for exponents to simplify this expression:

#a = a^color(red)(1)# and #x^color(red)(a) xx x^color(blue)(b) = x^(color(red)(a) + color(blue)(b))# and #a^color(red)(0) = 1#

#x^3 * x^-4 * x = x^3 * x^-4 * x^1 = x^(3-4+1) =x^0 = 1#