### Proving the Binomial Coefficient Identity**Statement to Prove:**\[\binom{n}{r+1} = \frac{n-r}{r+1} \binom{n}{r}\]by computing the symbol on the left-hand side to be equal to the symbol on the right-hand side of the equality.**Hint:**Compute the left-hand side until you get the right-hand side with \( \binom{n}{n-r} \) instead. Then use the lecture notes on the binomial theorem section to finish the problem. At least that's how I did it.

Name: ### Proving the Binomial Coefficient Identity**Statement to Prove:**\
Uploaded: 2024-03-20T06:46:03.000Z
Channel: Bartleby
Description: ### Proving the Binomial Coefficient Identity**Statement to Prove:**\[\binom{n}{r+1} = \frac{n-r}{r+1} \binom{n}{r}\]by computing the symbol on the left-hand side to be equal to the symbol on the right-hand side of the equality.**Hint:**Compute the