Simple factorial problem

Question

How do I solve the following?

$$\dfrac{76!}{76!-75!}$$

Answer 1

$$76! = 76\cdot 75!$$

$$\frac{76!}{76!-75!} = \frac{75!\cdot 76}{75!(76-1)} = \frac{76}{75} $$

Answer 2

HINT

76! = 76*75! Plug that in and see what you get

Answer 3

Note that $76!=76*75!$ and that $76!-75!=75!(76-1)$, so then we see that $\frac{76!}{76!-75!}=\frac{76*75!}{75!(76-1)}=\frac{76}{75}$