Jesse drive 6 3/8 miles in a golf cart during a round of golf. payton drives 7 3/4 miles . how much father dose payton drives

Hello!  To answer your question, on how much farther Payton drives than Jesse, you need to understand the needed operation for this problem.  From the given problem, you can assume that 7 3/4 is a bigger fraction than Jesse's 6 3/8.  Once you figure out which operation is needed to find out how much more Peyton drove, you want to make both mixed numbers into inproper fractions.  To make a mixed number into an improper fraction, you multiple the whole number by the denometer and add the product to the numeratior.  Think of it as going around a clock if that helps.  Once they are both improper, give them both a common denometer (if needed).  Once you do that, you use the operation you decided on earlier; multiplication, division, addition, or subtraction.  If you have any other questions on my answer, or any information I've given, feel free to shoot me a message or another question.  I hope this helped, good luck!

He drives a mile and 3/8 further than Jesse.

B. because the 7 represents "seven times", x represents "a number", 12 represents "plus twelve", and -4 represents "minus four"