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Math problem
Posted by: Wags
Date: April 30, 2019 08:00PM
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Re: Math problem
Posted by: bazookaman
Date: April 30, 2019 08:20PM
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Re: Math problem
Posted by: space-time
Date: April 30, 2019 08:27PM
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Re: Math problem
Posted by: Wags
Date: April 30, 2019 08:27PM
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Re: Math problem
Posted by: Buzz
Date: April 30, 2019 09:45PM
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Re: Math problem
Posted by: Wags
Date: April 30, 2019 10:49PM
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Quote
Buzz
But you HAVE to make sure you don't double dip. I've been in cabs in congested environments where they clearly charge for time AND distance. If you take space's 15 mile drive in about an hour, w/ imperfectly timed stops, starts, waits, you're likely to get hit w/ a $71.20 meter for a $40 ride... Whereas if you take that same ride in about 52 minutes minutes with perfectly timed, albeit slow traffic, you get a $40 meter.
Here in LA they've flat rated the most popular area to area routes, to avoid the backlash from "magic metering". Not to rain on anybody's parade, but in this day and age, with all the available traffic apps, it oughta be dead-bang easy to identify travel time and mieage up front, and get an accurate rate based on time vs. mileage. If the trip is off by more than an couple of minutes one way or the other, the fare can be adjusted accordingly in whichever favor the trip falls.
Fare oughta be fair.
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Re: Math problem
Posted by: tenders
Date: May 01, 2019 07:36AM
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Re: Math problem
Posted by: space-time
Date: May 01, 2019 07:41AM
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Re: Math problem
Posted by: August West
Date: May 01, 2019 09:48AM
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Quote
We get a lot of fares that are nothing like what you've imagined, like for example, people going to the weed store and making you wait while they smell 23 different kinds of bud, then go on to the liquor store, which may not not be busy, then hit the drive-thru at Popeyes ("Please don't eat that crap in my cab, thank you").
Re: Math problem
Posted by: Gareth
Date: May 01, 2019 01:01PM
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Quote
space-time
What I don't always like about uber/lyft is that some of these cars are pretty crappy.
Re: Math problem
Posted by: macphanatic
Date: May 01, 2019 01:09PM
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Quote
Gareth
Quote
space-time
What I don't always like about uber/lyft is that some of these cars are pretty crappy.
I once saw an uber/lyft that had TWO donuts on (didn't look on the other side to see if there were more...). And I thought, wow, that takes some effort. I mean, you gotta go find the 2nd donut, and is that really easier than fixing/replacing the first tire? And then I wonder about the whole economics of being an uber/lyft driver when I see something like this.
Re: Math problem
Posted by: Buzz
Date: May 01, 2019 02:34PM
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Quote
Wags
Quote
Buzz
Fare oughta be fair.
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We get a lot of fares that are nothing like what you've imagined, like for example, people going to the weed store and making you wait while they smell 23 different kinds of bud, then go on to the liquor store, which may not not be busy, then hit the drive-thru at Popeyes ("Please don't eat that crap in my cab, thank you"). Having a reasonable waiting time rate is a much milder version of Uber's surge pricing piracy.
Re: Math problem
Posted by: Wags
Date: May 01, 2019 04:42PM
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Quote
Buzz
Quote
Wags
Quote
Buzz
Fare oughta be fair.
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We get a lot of fares that are nothing like what you've imagined, like for example, people going to the weed store and making you wait while they smell 23 different kinds of bud, then go on to the liquor store, which may not not be busy, then hit the drive-thru at Popeyes ("Please don't eat that crap in my cab, thank you"). Having a reasonable waiting time rate is a much milder version of Uber's surge pricing piracy.
Not sure what your area is like, and appreciate your wanting to keep your vehicles clean. Uber's surge pricing is supply and demand 101, but it kinda sucks because you're at the mercy of where the vehicles are versus where the riders are. Around here, that can be less than a couple of miles.
We have some nasty traffic problems, and w/ cabs' metering distances getting lower and lower as rates go up, the time versus mileage paradigm gets lost, and double dipping gets more and more pervasive, because it's too easy for the time versus mileage lines to get blurred (and they do; in favor of the meter). Stopping at the weed shop is a non-traffic related stop, the wait meter oughta run. Stop and go on the freeway while getting past an accident is part of getting from point A to point B, and when the traffic clears after the accident, the cab hauls ass and the average speed for the ride is 38mph, it's still better for the hack than a city ride w/ 30mph maximum speed limits.
That's why I'm saying there should be a fare pricing model that is fair. Maybe use 3 or 4 traffic apps, and average the travel times from them. The distances are gonna be pretty close. The "taxi" app can easily compare the time rate versus mileage rate, and spit out a fair fare before taxiing to the runway for takeoff. If there are unforeseen delays, then an adjustment should be made IF it causes the overall time of the ride to exceed whatever the minimum average speed rate's time would be for that ride.
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Re: Math problem
Posted by: GGD
Date: May 01, 2019 07:21PM
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Re: Math problem
Posted by: Buzz
Date: May 01, 2019 07:54PM
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Re: Math problem
Posted by: Wags
Date: May 01, 2019 09:21PM
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Quote
Buzz
If you pick a time and destination that necessitates poking along in traffic, well, that's on you. I will turn my timer off for a train or a bridge lift, but I don't have to. In those cases I will charge what it would normally cost then turn the meter off and go around the problem.
So are you charging by time, or mileage?
As noted, say there's a 10 mile taxi jaunt down the freeway w/ a couple of pile ups, that triggers your wait time, and then traffic clears to allow freeway+ speeds, and you get to the same destination sooner than your Siamese twin cab that takes the 25/30mph frontage road w/ a couple of unimpeded stop signs; but your freeway passenger gets hits with a higher fare.
Is that fare fair?
I'm saying "no", they should be the same.
Assume a $2.50 flag drop charge, the first hour's min mileage drops to:
$40.00 - $2.50 = $37.50
and
$37.50 / $2.60 = 14.42mph
A 14 mile ride around here can be anywhere from 15 minutes to almost 3 hours depending on day and time. The problem was, before mass flat-rating, the 16 minute ride was $40.00, and the 58 minute ride was $62.40, yet both exceeded the minimum MPH for the trip.
I'm saying, it's easy enough to track both time and distance, so as long as the total driving time doesn't exceed the allotted time for that distance, the fare should be based on distance. If the total driving time does exceed the allotted time for that distance, the fare should be based on time. Unfortunately, the meter mavens can't (or won't) figure this out. Stopping at the weed shop is definitely extra.
I think Uber/Lyft owe much of their success to their up front pricing model. While I don't agree w/ their overall business model, at least their pricing is mostly transparent for the actual rides.
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Re: Math problem
Posted by: Buzz
Date: May 01, 2019 09:36PM
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Re: Math problem
Posted by: Wags
Date: May 01, 2019 09:47PM
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Quote
Buzz
Its both time and mileage, whichever is greater.
So when your freeway traveled cab is at Point B ringing up your $62.40 fare for my brother, and I pull up in your twin's cab a few seconds later, after leaving the same Point A, momentarily in front of yours, and I told your twin to take the frontage road, and my fare is $40.00; who took advantage of whose brother?
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Re: Math problem
Posted by: Buzz
Date: May 02, 2019 05:40PM
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Quote
Wags
Quote
Buzz
Its both time and mileage, whichever is greater.
So when your freeway traveled cab is at Point B ringing up your $62.40 fare for my brother, and I pull up in your twin's cab a few seconds later, after leaving the same Point A, momentarily in front of yours, and I told your twin to take the frontage road, and my fare is $40.00; who took advantage of whose brother?
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The rates are the rates, just like the price is the price. Hard to argue with an imaginary scenario. The customer can request any route they want in my universe.
Re: Math problem
Posted by: Wags
Date: May 03, 2019 11:04AM
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Quote
Buzz
Quote
Wags
Quote
Buzz
Its both time and mileage, whichever is greater.
So when your freeway traveled cab is at Point B ringing up your $62.40 fare for my brother, and I pull up in your twin's cab a few seconds later, after leaving the same Point A, momentarily in front of yours, and I told your twin to take the frontage road, and my fare is $40.00; who took advantage of whose brother?
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The rates are the rates, just like the price is the price. Hard to argue with an imaginary scenario. The customer can request any route they want in my universe.
You didn't directly answer the question, though it sounds as though you're content screwing over my brother because you made the choice to take the freeway. While imaginary here in MRF, these rides comport with our daily reality in LA. The "waiting" meter can uptick 20¢ every 18 seconds; do you hurry up to the red light to insure you get every possible 18 second uptick? Or do you slow down smoothly to minimize the 18 second upticks in city traffic? The freeway example was actually conservative, the real disparity could easily be greater IRL.
Your taxi model is stuck back in 1919, while the Uber/Lyft model is closer to 2019. We have GPS's, we have traffic apps. We can know the time and distance before the taxi departs; so why not use this info?
"Your concept of a fair pricing model is sort of nebulous, because the fare is choosing the destination as well as the time of day. If you pick a time and destination that necessitates poking along in traffic, well, that's on you."
That's 1919.
I said,
"...there should be a fare pricing model that is fair. Maybe use 3 or 4 traffic apps, and average the travel times from them. The distances are gonna be pretty close. The "taxi" app can easily compare the time rate versus mileage rate, and spit out a fair fare before taxiing to the runway for takeoff. If there are unforeseen delays, then an adjustment should be made IF it causes the overall time of the ride to exceed whatever the minimum average speed rate's time would be for that ride. "
and
"...it's easy enough to track both time and distance, so as long as the total driving time doesn't exceed the allotted time for that distance, the fare should be based on distance. If the total driving time does exceed the allotted time for that distance, the fare should be based on time. Unfortunately, the meter mavens can't (or won't) figure this out. Stopping at the weed shop is definitely extra."
That's 2019.
Again, I don't agree with Uber/Lyft's invasive business model, but their basic pricing metrics for non surge priced trips, is a more modern approach. What happens when a cab ordered for a 2:00 PM pickup doesn't show, and the patron is late for, or misses an important meeting, or their child's recital? Something akin to 1919?
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Re: Math problem
Posted by: Wags
Date: May 03, 2019 11:08AM
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Re: Math problem
Posted by: Buzz
Date: May 03, 2019 02:17PM
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