Hi, I'm having trouble with my calculus... If someone can help me with either one of these problems, it would be very helpful.
a.) The cost of operating a bus between Moose Jaw and Saskatoon is 100+5x, where x is the number of passengers. If a ticket costs $20 there will be 10 passengers, while if a tickets costs $15, there will be 20 passengers. Assuming the demand function is linear, what is the Maximum profit?
b.) A lakefront runs east-west. A man in a rowboat is 5 miles due north of point A on the shor. He wishes to get to B, 5 miles due east of A, in the least time. He is able to row 3 miles per hour and walk 5 hour. What is the minimum time for the trip in minutes?
2007-11-14
13:09:15
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2 answers
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Broken heart <3
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