A few days ago
Anonymous

Problem I couldn’t get? On Percents.?

I have no idea how to set it up so even if you just showed me that I would be fine.

The number of students at Westwood High School with a driver’s liscense is now 558. This is 24% more than last year. How many students had a driver’s liscense last year?

Top 5 Answers
A few days ago
Twiggy

Favorite Answer

Look at it this way:

558 is 124% of than the number you need, so call that number x, so

558 = 124% of x, so

558/124 = 1% of x, so

100 x 558/124 = 100% of x, so

450 = x.

So 450 students had a driver`s licence last year.

Hope this helps, Twiggy.

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A few days ago
MinaF
558 is 124% so you have to find out 100% . Find out 1% (558/124) and multiply by 100.

therefore 450 students had a licence last year, add 24% (558/124*24) which is 108 and now 558 students have a licence.

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A few days ago
George P
You take, 558 and multiply it by .24 (.24 is equal to 24%), then you come up with 133.92. Subtract that from 558, and you get 424.08. So basically, 424 students had drivers liscenses last year.
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A few days ago
Colin
How many students with a driver’s licence (DL) last year after a 24% increase to 558 this year?

DL this year = 558

Let DL last year = X

If DL last year = X

then DL this year = X+ 24%

and X + 24% = 558

also X =100%

so 124% = 558

558 divided by 124 = 1%

multiply this by 100 equals 100%

or 450

450 students had a Driver’s Licence last year.

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A few days ago
MrMyers
The first answer is WAY OFF!

Let x be the number of ppl who had a license last year. This year (x + 24% of x) ppl have license or 558 people.

x is the same thing as 1*x. 24% of x is the same thing as .24*x. So 1*x + .24*x = 1.24 *x

1.24*x = 558

Divide… x = 558/1.24 = 450 people

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