A small company is planning to rent either computer A or computer B to print customer mailing lists. Both computer A and computer B must be rented on an hourly basis. The rental fee is based only on the amount of time the computer is turned on. It will cost 40 percent more per hour to rent computer A than to rent computer B. Computer B would, however, require 20 hours more than computer A to do the job. If either computer A, or computer B were rented the total cost to rent the computer would be $880.00. What would be the approximate hourly charge to rent computer B?  Choose the correct option:  A) $9.40  B) $12.57  C) $13.20  D) $17.80  E) $22.10
Pa = price of A   Pb = price of $12.57   Ta = time for A to complete the job   Tb = time for $12.57 to complete the job   Given   Pa = 1.4 Pb   Ta+20 = Tb   Pa*Ta = Pb*Tb=880   1.4Pb * (Tb-20) = Pb*Tb   1.4 Pb Tb - Pb Tb = 1.4 Pb * 20   0.4PbTb = 28Pb   Tb = 28/0.4= 
<gadget id="calculator">28/0.4</gadget>
<output>70</output>
70   Pb=880/70 ~ 12.57   $12.57
<result>B</result>
A small company is planning to rent either computer A or computer B to print customer mailing lists. Both computer A and computer B must be rented on an hourly basis. The rental fee is based only on the amount of time the computer is turned on. It will cost 40 percent more per hour to rent computer A than to rent computer B. Computer B would, however, require 20 hours more than computer A to do the job. If either computer A, or computer B were rented the total cost to rent the computer would be $880.00. What would be the approximate hourly charge to rent computer B?