1 / 13

# Phone Bills, Rental Cars and Classifieds - PowerPoint PPT Presentation

Phone Bills, Rental Cars and Classifieds. Lump and Per Problems. What’s a Lump and Per Problem?. Certain types of charges are always calculated with a lump sum payment plus a ‘per’ charge per minute (phone bill) per mile (rental car) per word (classified ads).

I am the owner, or an agent authorized to act on behalf of the owner, of the copyrighted work described.

## PowerPoint Slideshow about 'Phone Bills, Rental Cars and Classifieds' - camille-vaughn

Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author.While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server.

- - - - - - - - - - - - - - - - - - - - - - - - - - E N D - - - - - - - - - - - - - - - - - - - - - - - - - -
Presentation Transcript

Rental Cars

and Classifieds

Lump and Per Problems

What’s aLump and Per

Problem?

• Certain types of charges are always calculated with a lump sum payment plus a ‘per’ charge

• per minute (phone bill)

• per mile (rental car)

In general, the equation for these charges is in the form:

Cost = Per ( n ) + Lump

Where n is the number of minutes, miles, hours, words, etc.

Sue pays 14.99 a month plus .20 a minute for her long distance. What will her bill be if she talks for 30 minutes this month?

Cost = Per ( n ) + Lump

Lump = 14.99

Per = .20

n = 30

Cost = .20 ( 30 ) + 14.99

= 6.00 + 14.99

= 20.99

Sample questions

Sprint charges 14.99 a month plus .20 a minute and MCI charges 12.99 a month plus .25 a minute.

If you don’t talk much, MCI is a better deal because the lump sum is lower.

If you talk a lot, Sprint is the better deal because the charge per minute is lower.

How many minutes a month do you have to talk before Sprint is a better deal?

Sample questions

Sprint charges 14.99 a month plus .20 a minute and MCI charges 12.99 a month plus .25 a minute.

Let’s find out when the two costs are equal.

.20m + 14.99 = .25m + 12.99

-12.99 + 14.99 = .25m - .20m

2.00 = .05m

40 = m

40 minutes is the break-even point.

Sample questions

If 40 minutes is the break-even point, that means that if you talk exactly 40 minutes, the two plans would cost the same.

If you plan to talk less than 40 minutes a month, get the plan with the lower lump sum.

If you talk plan to talk more than 40 minutes a month, you’re better off with the plan with the cheaper minutes.

What is a break-even point?

What if the lump you talk exactly 40 minutes, the two plans would cost the same.

includes minutes?

If your 14.99 includes 30 free minutes and then you pay .50 a minute, what is the charge for talking 2 hours in a month?

Since the first 30 minutes are included (not really free) you’ll only have to pay for 90 minutes of your 2 hours.

Cost = .50 ( 90 ) + 14.99

= 45.00 + 14.99

= 59.99 Ouch!

The stupidest problem I’ve ever seen! you talk exactly 40 minutes, the two plans would cost the same.

Bill is renting a U-Haul to move to his new house. He has \$80.00 budgeted for the move. If the truck costs 30.00 a day plus .50 a mile, how far can he go?

80.00 = .50m + 30.00

80.00 – 30.00 = .50m

50.00 = .50m

100 = m

The stupidest problem I’ve ever seen! you talk exactly 40 minutes, the two plans would cost the same.

If the truck costs 30.00 a day plus .50 a mile, how far can he go?

Bill can drive the U-Haul 100 miles for \$80.00.

And then what?

He unloads his furniture on the highway?

Have these textbook authors never lived in the real world?

Making a Stupid Problem Better you talk exactly 40 minutes, the two plans would cost the same.

Bill is renting a U-Haul to move to his new house. He has \$80.00 budgeted for the move. If the truck costs 30.00 a day plus .50 a mile, and his new house is 150 miles away, has he budgeted enough for the trip? If not, how much more does he need?

Cost = .50m + 30.00

= .50 ( 150 ) + 30.00

= 75.00 + 30.00

= 105.00 He’s 25.00 short.

Making a Life Easier you talk exactly 40 minutes, the two plans would cost the same.

Calculating costs before driving your U-Haul down life’s highway helps you avoid making costly mistakes.

Math actually can come in handy sometimes!

Lump and Per Problems you talk exactly 40 minutes, the two plans would cost the same.

All lump and per problems are essentially the same.

Cost = per ( n ) + lump

Peris the cost per whatever

n is the whatever - minutes, hours, miles, words, etc.

lump is the flat charge that you pay regardless of how long, far etc. you go.