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A real estate agent is considering changing her cell phone plan. There are three

ID: 404643 • Letter: A

Question

A real estate agent is   considering changing her cell phone plan. There are three plans to choose   from, all of which involve a monthly service charge of $19. Plan A has a cost   of $0.45 a minute for daytime calls and $0.28 a minute for evening calls.   Plan B has a charge of $0.59 a minute for daytime calls and $0.12 a minute   for evening calls.




Q: Suppose that the agent expects both daytime and evening calls. At what point (i.e., percentage of call minutes for daytime calls) would she be indifferent between plans A and B?




According to answers in the book I need to solve the following formula.


A: $19 + $0.45D + $0.28E

B: $19 + $0.59D + $0.12E


"Setting these equal and solving, D = 1.143 E. Thus, if E = 100 minutes, then D = 114 minutes. Hence, for 53.33 percent daytime minutes, the agent would be indifferent between the two plans."


How exactly do I solve the above ot get the 1.143, 100 and 53.33?  Please include step-by-step solution if you would like to be rated. Thank you!

   

  

A real estate agent is   considering changing her cell phone plan. There are three plans to choose   from, all of which involve a monthly service charge of $19. Plan A has a cost   of $0.45 a minute for daytime calls and $0.28 a minute for evening calls.   Plan B has a charge of $0.59 a minute for daytime calls and $0.12 a minute   for evening calls.




Q: Suppose that the agent expects both daytime and evening calls. At what point (i.e., percentage of call minutes for daytime calls) would she be indifferent between plans A and B?




According to answers in the book I need to solve the following formula.


A: $19 + $0.45D + $0.28E

B: $19 + $0.59D + $0.12E


"Setting these equal and solving, D = 1.143 E. Thus, if E = 100 minutes, then D = 114 minutes. Hence, for 53.33 percent daytime minutes, the agent would be indifferent between the two plans."


How exactly do I solve the above ot get the 1.143, 100 and 53.33?  Please include step-by-step solution if you would like to be rated. Thank you!

  

Explanation / Answer

As you have read in book.. you have to solve these 2 equations.


A: $19 + $0.45D + $0.28E

B: $19 + $0.59D + $0.12E

These are total cost of plan A and B respectively.

the agent would be indifferent between the two plans when cost of both the plans are same i.e


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