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Its C for me.

The company's plan was to reduce cost and save more.

But this won't happen if the driver is paid the same irrespective of his no. of working days and that there will be loss of revenue from advertising as it was going to increase in weekend.

Thus,the plan will result in loss and would weaken the argument.
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Its C for me.

The company's plan was to reduce cost and save more.

But this won't happen if the driver is paid the same irrespective of his no. of working days and that there will be loss of revenue from advertising as it was going to increase in weekend.

Thus,the plan will result in loss and would weaken the argument.

Hi,
C should not be the answer for following reasons..

the company will lose/earn on following three counts--
a) displaced weekend drivers
b) fuel
c) advertising

B tells us--
a) the displaced driver will shift to weekdays and will earn more than what he was earning on weekends-- so loss to company in view of extra payment
b) fuel is ofcourse saved
c) advertising is dependent on PER MILE, so since buses have been lessened, the mileage will go down and subsequently revenue will go down..

So, a and c are resulting in LESSER revenues and thus weakens the argument

C tells us--
a) the displaced driver will earn the same on week days, so there is no loss in term sof extra payment..
b) fuel is ofcourse saved
c) advertisers will increase the advertising, so no loss here too

So, no losses in revenue and thus does not weaken the argument

ans should be B
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Oh! What the question, it was.

I was lost for more than 4.30 min and had no clue. and then I re-read the argument three times at a stretch.

The thing clicked here was when i saw the number of miles that weekend bus ran is reduced. and then i found that amount of advertising per mile remained same.

let's assume that initially bus drove for 500 miles and amount of adv. income per mile is 100 INR.

so, total income = 50000 INR

Now, number of miles got reduced.

let's take it as 200 miles.

so, income out of it = 20000 INR

hence, it's income gets reduced and so, the profit is.

Hence, B is the answer.
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ynk
Its C for me.

The company's plan was to reduce cost and save more.

But this won't happen if the driver is paid the same irrespective of his no. of working days and that there will be loss of revenue from advertising as it was going to increase in weekend.

Thus,the plan will result in loss and would weaken the argument.

Hi,
C should not be the answer for following reasons..

the company will lose/earn on following three counts--
a) displaced weekend drivers
b) fuel
c) advertising

B tells us--
a) the displaced driver will shift to weekdays and will earn more than what he was earning on weekends-- so loss to company in view of extra payment
b) fuel is ofcourse saved
c) advertising is dependent on PER MILE, so since buses have been lessened, the mileage will go down and subsequently revenue will go down..

So, a and c are resulting in LESSER revenues and thus weakens the argument

C tells us--
a) the displaced driver will earn the same on week days, so there is no loss in term sof extra payment..
b) fuel is ofcourse saved
c) advertisers will increase the advertising, so no loss here too

So, no losses in revenue and thus does not weaken the argument

ans should be B

I got to B as well only because it says ads/mile.
you though mention that the driver will earn more if he is switched to weekdays schedule. but B says that driver will not earn more. as a matter of fact, the info about the driver is neutral. the company will neither lose nor win if it switches the driver to weekdays schedule, but it will lose $ because advertisers will pay less.
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Really what a question! I did not get it right but after spending some time, here is my analysis:

Option B is the correct answer.

Why is Option A wrong?
Although the riders may continue to ride with an increased fare, the increase in cost here may be compensated with the decrease in cost due to decrease in number of trips. Overall net increase/decrease could be 0.

Why is Option B correct?
From B we know that the advertising cost per mile remains constant. From the premise we know that the number of trips have been reduced. This means the advertising for those trips is a cost to the company. In addition, the weekend driver also cannot earn more on a weekday (no way to show that there could be a profit).

Why is Option C incorrect?
Advertising is increasing on weekends. This could mean that the loss in reducing number of trips can be accomodated here. In this case no decrease overall (but per question we are seeking an option that shows a decrease).

Why is Option D incorrect?
This should be easy to eliminate. Maintenance cost then for 30 bus trips, say, was 1000rs. Now for 20 bus trips also is 1000rs. Does not give any evidence to show there is a decrease in the profits.

Why is Option E incorrect?
This is what tempted me. Although the cost has increased by 20%, it could be possible that the fuel cost that was saved by reducing number of trips can be compensated with the increase in the cost here.

Tricky question! Another way to go to B is by thoroughly evaluating each answer choice, eliminating them and reaching towards B.
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Reasoning for B is that given no. of miles will decrease so revenue will decrease and so profit.
Same reasoning can be applied for E also right?

Saving in fuel costs can compensate for loss in revenue or increase in cost (for both B and E).
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Because of the rising costs of gasoline, a small bus company has decided to decrease the number of weekend trips it runs to a nearby metropolitan area by one third. It will not lose any riders, because the decreased number of trips is adequate for the existing number of weekend riders. The company will save substantially on fuel costs and will have one fewer driver working on weekends. Moreover, the bus company will continue to raise revenue through print advertising inside the bus and on the bus’s exterior.

Which of the following, if true, provides the strongest evidence that the bus company’s profits are likely to decrease if the company implements the plan?


The company thinks cutting weekend trips by one third will not reduce ridership, will lower fuel and labor costs, and will keep advertising revenue. To show profits will likely decrease, we need something that reduces revenue (especially advertising revenue) or adds costs in a way the plan overlooks.

A. Many of the weekend riders would continue riding the bus even if the fare was increased.

This suggests the company could raise fares, which would tend to increase profit, not decrease it.

B. Most of the advertisers will continue to spend the same amount on advertising per mile and the displaced weekend driver will not earn more by switching to a weekday route at the company.

If advertisers pay per mile, then running fewer trips means fewer miles, so ad revenue falls even if the rate per mile stays the same. That directly threatens profits and also fits the passage’s mention of advertising revenue. The driver part is basically neutral, but the ad revenue drop is a strong reason profits could decrease.

C. The displaced weekend driver will earn the same salary driving on weekdays and the advertisers will increase their advertising on the weekend.

This suggests costs may not fall (same salary) and revenue could rise (more ads), so it does not support profit decreasing.

D. Maintenance costs per bus will remain constant.

Neutral. It neither adds a new cost nor shows revenue falls.

E. The increased cost of fuel increases the operating costs of one round trip by twenty per cent.

That explains why they want to cut trips, but it does not show profits will drop after cutting them; if anything it makes cutting trips look more beneficial.

Answer: (B)
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Reasoning for B is that given no. of miles will decrease so revenue will decrease and so profit.
Same reasoning can be applied for E also right?

Saving in fuel costs can compensate for loss in revenue or increase in cost (for both B and E).
I don't think so.

(B) creates a new revenue loss that the plan ignored: if advertisers pay per mile, then fewer trips means fewer miles, so ad revenue drops. The plan assumed ad revenue would continue, so this directly shows profit can fall.

(E) does not add any new downside. It just says fuel is more expensive per trip, which is exactly why cutting trips saves money. So (E) makes the plan look more profitable, not less.
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