Which Taxi Has the Cheapest Fare for 15 km?

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SUMMARY

The discussion centers on comparing taxi fares for a distance of 15 km between Taxi A and Taxi B. Taxi A's fare is calculated as $7000 + (15 \times 2500) = 44500, while Taxi B's fare is a flat rate of 40000. Therefore, Taxi B is definitively the cheaper option for a 15 km ride. The conversation highlights the importance of understanding fare structures and calculations to determine the most economical choice.

PREREQUISITES
  • Understanding of basic arithmetic operations
  • Familiarity with fare calculation methods
  • Knowledge of taxi fare structures
  • Ability to interpret and analyze numerical data
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This discussion is beneficial for consumers looking to save on transportation costs, taxi service operators analyzing pricing strategies, and anyone interested in understanding fare comparisons in the taxi industry.

susanto3311
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Hello all..

I have question how to easy find taxi's fare cheapest, taxi A or Taxi B?

View attachment 7581

Any help thank in advance..

susanto
 

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I am puzzled by this post for two reasons. It should be obvious looking at the chart that "A" has a lower fare than "B" for every distance listed in the chart. And, I have no idea where the "6000" and "4000" came from! If the "6000" was intended to mean that "taxi A" is always 6000 cheaper than "taxi B" that's simply not true! For 0 km "taxi A" is 10000- 7000= 3000 cheaper, for 1 km it is 12000- 9500= 2500 cheaper, for 2 km it is 14000- 12000= 2000 cheaper, etc.
 
Taxi A :(15 km)*44.500

taxi B :(15 km)*40.000
hence taxi B is cheapest//

the answer above is true?. i don't know came from..

have you explained
 
susanto3311 said:
Taxi A :(15 km)*44.500

taxi B :(15 km)*40.000
hence taxi B is cheapest//

the answer above is true?. i don't know came from..

have you explained

Hi susanto3311!

Apparently we're comparing the fares for a distance of 15 km.
That means we have to calculate that fare.
For taxi A we see that the fare starts at 7000, and that 2500 is added for every extra kilometer.
What will be the fare for taxi A for 15 km?
And for taxi B?
 
hi Serena...

thank for your attention...therefore which taxi is cheapest fares..?
i'm still confused!
 
susanto3311 said:
hi Serena...

thank for your attention...therefore which taxi is cheapest fares..?
i'm still confused!

You already have the answer:

susanto3311 said:
Taxi A: (15 km)*44.500

taxi B: (15 km)*40.000
hence taxi B is cheapest

Do you understand why?
My question was to help you understand if you didn't understand yet.
 
hi Serena..

thanks, would you show me, how to detect easy the answer...
i mean , in short tricks//
 
susanto3311 said:
hi Serena..

thanks, would you show me, how to detect easy the answer...
i mean , in short tricks//

We need to calculate the fare for 15 km.
For taxi A we know that we start at 7000.
For 1 km it is 9500, which is 2500 more.
Checking the numbers shows that for every km more, we pay 2500 more.
So for 15 km, we pay $7000 + 15 \times 2500 = 44500$, which is what you already had.

Can we do the same thing for taxi B?
 
In your first post, you just asked "which fare is cheaper" without mentioning any specific distance. In your second post you calculated that B was cheaper for 15 km, the apparently decided that B was cheaper. Is the question about which taxi is cheaper at 15 km or cheaper over all?
 

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