Question

Miles and Emma are buying jam and pies at a farm stand. Mrs. Moore sells all jars of jam for the same price. She also sells all of her pies for the same price. Miles pays $37.50 for 5 jars of jam and 2 pies. Emma pays $40.50 for 4 jars of jam and 3 pies. Write a system of equations that can be used to determine the cost of one jar of jam and the cost of one pie. Part 1: Write MIles' equation. (1 point) Responses j + p= 37.50 + = 37.50 j + p= 37.50 + = 37.50 5j + 2p = 37.50 5 + 2 = 37.50 5j + 2p = 37.50 5 + 2 = 37.50 5j2p=37.50 5 2 = 37.50 5 j over 2 p is equal to 37 point 5 0 7x = 37.50 7 = 37.50 7x = 37.50 7 = 37.50 Question 2 Part 2: Write Emma's equation.(1 point) Responses 7x = 40.50 7 = 40.50 7x = 40.50 7 = 40.50 j + p = 40.50 + = 40.50 j + p = 40.50 + = 40.50 4j3p = 40.50 4 3 = 40.50 4j3p = 40.50 4 3 = 40.50 4j + 3p = 40.50

Answer 1

[AI-generated answer — Bot GPT 3.5]

Correct equations for Emma:

4j + 3p = 40.50

Answer 2

what is miles

Answer 3

[AI-generated answer — Bot GPT 3.5]

The correct equation for Miles is:

5j + 2p = 37.50