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Mike, Tom, and Walt are working as sales agents for an

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Mike, Tom, and Walt are working as sales agents for an [#permalink] New post 14 Nov 2008, 14:41
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60% (02:50) correct 40% (02:18) wrong based on 4 sessions
Mike, Tom, and Walt are working as sales agents for an insurance company. If the commissions Mike, Tom, and Walt get can be expressed by the following formula: MT = W/6. If Mike sells 60% more this month and Tom decreases his sales by 50%, how should Walt do to maintain the above relationship intact?

(A) Sell 12.5% less
(B) Sell 20% less
(C) Sell 22.5% less
(D) Sell 12.5% more
(E) Sell 15 % more
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Re: PS: Sales Agent [#permalink] New post 14 Nov 2008, 14:44
1.6M X 0.5 T = 0.8MT=0.8 W/6 ==> hence W shud decrease sales by 20% so that the relation remains intact
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Mike, Tom, and Walt are working as sales agents [#permalink] New post 26 Sep 2011, 04:05
Mike, Tom, and Walt are working as sales agents for an insurance company, and the commissions they receive can be expressed by the following formula: MT=W/6 . If Mike sells 60% more this month and Tom decreases his sales by 50%, how should Walt's performance change to ensure that the above relationship is true ?
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Re: PS: Sales Agent for Insurance Coy - Mike, Tom, and Walt [#permalink] New post 27 Sep 2011, 07:42
I believe this is the same question that has already been answered. But here's my take:

MT = W/6 => 6MT = W (1)

1.6M * 0.5T = Wx/6
0.8MT = Wx/6
4.8MT = Wx (2)

Comparing (1) and (2):

(1) 6MT = W
(2) 4.8MT = Wx

Since 4.8 is 4/5 of 6, x would need to be 4/5 for the equation to hold. Therefore, W needs to decrease by 20%, or answer choice B, for the equation to remain intact.
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Re: PS: Sales Agent for Insurance Coy - Mike, Tom, and Walt [#permalink] New post 27 Sep 2011, 11:32
Please tell me the official answer
Re: PS: Sales Agent for Insurance Coy - Mike, Tom, and Walt   [#permalink] 27 Sep 2011, 11:32
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