Question

Which statement most accurately explains why x^6/x^7 is equal to x^3?
A. two of the five x's on top cancel with the three x's on bottom, thus x^3
B. three of the five x's on top cancel with the three x's on bottom, thus x^3
C. two of the five x's on top cancel with the two x's on bottom, leaving three x's on top, thus x^3
D. three of the five x's on top cancel with the three x's on bottom, leaving three x's on top, thus x^3
help?

Answer 1

at the risk of repeating myself,
\[\frac{x^6}{x^7}\neq x^3\]

Answer 2

I don't get what you mean mannnnnn >:(

Answer 3

\[\frac{x^6}{x^7}=\frac{1}{x^{7-6}}=\frac{1}{x}\] so there is a mistake in the question

Answer 4

lemme fix it