number of hours worked.) Write an equation that can be used to determine x, the number of hours worked to earn $150.00. (4x = 150) Predict what the graph of the data will look like. (Answers may vary.) Graph the data. What does the ordered pair (3.5, 14) mean? (Yan worked 3.5 hours and earned $14.00.) How much money will Yan earn if she works 15 hours in one week? Justify your answer. ($60) Yan is saving her earnings to buy her mother a birthday gift. If the gift costs $75.00, how many hours must she work? Justify your answer. (19 hours)
number of hours worked.) Write an equation that can be used to determine x, the number of hours worked to earn $150.00. (4x = 150) Predict what the graph of the data will look like. (Answers may vary.) Graph the data. What does the ordered pair (3.5, 14) mean? (Yan worked 3.5 hours and earned $14.00.) How much money will Yan earn if she works 15 hours in one week? Justify your answer. ($60) Yan is saving her earnings to buy her mother a birthday gift. If the gift costs $75.00, how many hours must she work? Justify your answer. (19 hours)