A television station runs 2 advertisements (a) for every 14 hour of programming (p). Which answer correctly explains how to calculate the number of advertisements that will run with a program that is 334 hours?

The situation can be represented by the equation a=8p. Since the program, p, will run for 3 3/4 hours, calculate a=8334 to find the number of advertisements that will run with the program.
The situation can be represented by the equation Since the program, p textsf comma will run for 3 and 3 fourths hours, calculate A is equal to the fraction with numerator 8 and denominator 3 and 3 fourths to find the number of advertisements that will run with the program.

The situation can be represented by the equation a=18p. Since the program, p, will run for 3 3/4 hours, calculate a=18⋅3 3/4 to find the number of advertisements that will run with the program.
The situation can be represented by the equation Since the program, p textsf comma will run for 3 and 3 fourths hours, calculate a=18⋅334 to find the number of advertisements that will run with the program.

The situation can be represented by the equation a=18p. Since the program, p, will run for 3 3/4 hours, calculate 334=18⋅p to find the number of advertisements that will run with the program.
The situation can be represented by the equation Since the program, p will run for 3 and 3 fourths hours, calculate 3 3/4=18⋅p to find the number of advertisements that will run with the program.

The situation can be represented by the equation a=8p. Since the program, p, will run for 3 3/4 hours, calculate a=8⋅334 to find the number of advertisements that will run with the program.

TLDR: its really not that long I just need some help and a explanation so I can understand future questions THX