Provide an appropriate response.Gerald made a trip to his friend's house for a birthday party. His trip is shown below, where his distance (in miles) from home is graphed as a function of the hours past 4. Refer to the graph to answer the questions about his trip.(i) When did Gerald park his car at his friend's house?(ii) How long did he stay?(iii) How far away was his friend's house?(iv) Did Gerald encounter slower traffic going to or coming home from his friend's house? 
A. (i) 5:45
(ii) One and a half hours
(iii) 6 miles
(iv) The traffic was heavier coming home from his friend's house since that trip took about a half an hour and the trip to his friend's house only took about 15 minutes.
B. (i) 5:30
(ii) One and a half hours
(iii) 12 miles
(iv) The traffic was heavier going to his friend's house since that trip took about a half an hour and the trip back home only took about 15 minutes.
C. (i) 5:00
(ii) One hour
(iii) 12 miles
(iv) The traffic was heavier going to his friend's house since that trip took about a half an hour and the trip back home only took about 15 minutes.
D. (i) 6:00
(ii) Two hours
(iii) 6 miles
(iv) The traffic was heavier coming home from his friend's house since that trip took about a half an hour and the trip to his friend's house only took about 15 minutes.
Answer: B
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Solve the problem.Benjamin never has more than 23 hours free during the week. He is trying to make a weekly plan for dividing his free time between reading and working out. He wants to spend at least 6 hours per week reading. Write a system of inequalities to describe the situation. Let x represent the number of hours for reading and y represent the number of hours for working out.
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