Multiple Choice
To raise money,a service club has been collecting used bottles that it plans to deliver to a local glass company for recycling.Since the project began 90 days ago,the club has collected 45,000 pounds of glass for which the glass company currently offers 1 cent per pound.However,because bottles are accumulating faster than they can be recycled,the company plans to reduce by 1 cent each day the price it will pay for 100 pounds of used glass.Assume that the club can continue to collect bottles at the same rate and that transportation costs make more than one trip to the glass company unfeasible.What is the most advantageous time for the club to conclude its project and deliver the bottles?
A) 15 days from now
B) Today
C) 5 days from now
D) 55 days from now
Correct Answer:

Verified
Correct Answer:
Verified
Q1: Find the general solution of
Q2: Compute <span class="ql-formula" data-value="f _
Q3: Determine whether the given geometric series
Q5: Find the particular solution of the
Q6: Find the equation of the tangent line
Q7: Use a double integral to find
Q8: Suppose that during business hours,the time
Q9: A study shows that consumers in
Q10: Write a differential equation describing the
Q11: Find the general solution of the