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vazorg [7]
2 years ago
8

Gabriela's monthly take-home pay is $2800, and her monthly rent is $700. If both her monthly take-home pay and her rent increase

by $210, what percentage of Gabriela's take-home pay will be used to pay rent?
Mathematics
2 answers:
ruslelena [56]2 years ago
5 0
Gabriela spends about 30% of her take home pay on rent.
katovenus [111]2 years ago
4 0

Answer:

30.23%

Step-by-step explanation:

Gabriela's monthly take-home pay  = $2,800

Her monthly rent = $700

if her monthly take-home pay and her rent increase by $210.

Her monthly take-home pay would be = 2800 + 210 = $3,010

Her monthly rent would be = 700 + 210 = $910

Now we have to calculate the percentage of Gabriela's take-home pay used to pay rent.

\frac{910}{3010} × 100

= 0.3023 × 100

= 30.23%

Gabriela's take-home pay will be used 30.23% to pay rent.

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Decrease £28 by 7%? im stuck on my homework
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Answer:

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Step-by-step explanation:

The long way is to figure 7% of £28, then decrease that quantity by the amount you figured.

  0.07 ×  £28 =  £1.96

  £28 - 1.96 =  £26.04

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I prefer to realize that the 100% of the value, decreased by 7%, will be 93% of the value. Then only one calculator operation is required.

  0.93 ×  £28 = £26.04

_____

<em>Comment on percent</em>

Some folks get confused by percents. "Percent" essentially means "per hundred". The symbol % is a shorthand way to write /100, which means exactly the same thing. That is, 7% = 7/100 = 0.07. (Similarly, ‰ is a shorthand way to write /1000.)

<em>Comment on percentage increase or decrease</em>

When you're talking about a quantity decreased by some amount, as "£28 decreased by £7",  you mean the value £7 is subtracted. When you say "decreased by 7%", the interpretation is different. We don't mean that £28 is decreased by 0.07 (to give £27.93); rather we mean £28 is decreased by 7% of £28. That is 7% of £28 is subtracted from £28.

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