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ACT Aspire Math Videos 91 videos

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ACT Aspire Math: Comparing Cost per Pound of Hello Kitty Candy
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At the local candy store down the street, three pounds of Hello Kitty gummy treats cost $6.42. At the candy store across town, five pounds of Hello...

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ACT Aspire Math: Comparing Cost per Pound of Hello Kitty Candy 0 Views


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Description:

At the local candy store down the street, three pounds of Hello Kitty gummy treats cost $6.42. At the candy store across town, five pounds of Hello Kitty gummy treats cost $5.25.

What is the difference in the cost per pound between the two stores?


Transcript

00:02

Okay C t s firing math people Second drill up

00:05

Here we go at the local candy store down the

00:08

street Three pounds of a hello kitty Gummy treats cost

00:11

six dollars Forty two cents But at the rival candy

00:14

store way across town five pounds of hello kitty Gummy

00:18

treats cost five dollars Twenty five cents All right we

00:23

have three pounds for six for two and five five

00:25

twenty five What is the difference in the cost per

00:28

pound between the two stores When the creator's at san

00:36

rio announced that hello kitty is not a cat We

00:39

were pretty traumatized Our sense of betrayal went very very

00:43

deep We've been eating our sorrows away mostly with ice

00:46

cream ever since When you're loading up on hello kitty

00:49

gummy treats it's important to know which store is going

00:52

to give you the better deal Find the difference in

00:54

cost per pound between two stores We need to first

00:56

figure out the prices for each store individually so in

01:00

the first or three pounds will cost you six forty

01:02

two We divide six forty to buy three and get

01:05

what is that to fourteen a pound with second store

01:08

five pounds Cost you five twenty five divided up by

01:10

twenty five by five dollars five pound while way cheaper

01:14

Well the problem wants the difference in cost per pound

01:16

and that means we have to subtract the one oh

01:18

five from the two fourteen and that gets us a

01:21

buck nine Yeah wow So way cheaper across town The

01:25

real question is whether it's worth it to drive all

01:27

the way down there to save a dollar Maybe if 00:01:30.544 --> [endTime] we're buying in bulk what you think

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