00:01
Okay, so for this problem, it says you are currently drive 200 miles per week in a car that gets 17 miles per gallon of gas.
00:15
You are considering to purchase a new fuel efficient car for $14 ,000 after trade -in on your current car.
00:25
That gets 40 miles per gallon.
00:28
So this gets 40 miles per gallon.
00:35
Insurance premiums for the new and old car are 700.
00:43
So this is $700 a year for the new car for insurance.
00:49
And for the old car, it's $400 per year for the old insurance.
00:57
Respectively.
01:00
You anticipate spending $1 ,300 a year, $1 ,300 a year, on repairs for the old car, and having no repairs from the new car.
01:15
Assuming gas costs, so we have gas costs $2 .25 per gallon.
01:26
Over a five -year period, is it less expensive to keep your old car or buy the new car? or buy the new.
01:31
New car.
01:32
Show all work to determine the conclusion.
01:34
Clearly explain the answer and any assumptions your team makes.
01:39
Okay, so let's figure out the cost per year.
01:45
So you go 200 miles per week in the car and you get 17 miles per gallon.
01:52
So 17 miles per gallon and it is, so i need to figure out how many gallons that i'm going to get so 200 divided by 17 is $11 and 76 i'm sorry 11 .76 gallons and that is at $2 .25 per gallon so times $2 .25 so it's going to be $26 .47 per week to fill up that it's $1 ,300 ,000.
02:41
It's $1 ,300 ,000.
02:41
In repairs and $400 for the insurance.
02:49
Then it says, so you're considering approaching a new fuel efficient vehicle after trade on your car.
02:56
This gets 40 miles to the gallon.
03:00
So 200 divided by 40 is five.
03:05
So five times $2 .25 is $11.
03:20
And 25 cents a week in gas and it's $700 for the new insurance.
03:35
So that is, so that's per week and then $700 for the new insurance.
03:44
Now, if i need to figure out over a five -year period, so i start off with the $14 ,000, okay? then $700 a year for the new insurance.
03:56
So i have $14 ,000.
03:58
And then i have to do $700 times $3 ,500.
04:04
And i need to figure out there's 52 weeks in a year...