Question

Write each percent as a fraction in simplest form. 12 1/2%

This equation is very difficult for me can someone please help me out, thanks!

Answer 1

Answer:

How do you write 12 1/2 percent as a fraction?

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Man..

Well, I'm just stumped! My brain cannot so much as comprehend the question, let alone work to formulate an answer! ‍♂️

But, I mean theoretically,

Per - cent literally means “per hundred"

So, given that (remember, just a hunch)

You could supposedly say that 12.5 (per hundred)

would maybe, probably be somewhat equivalent to, and or expressed by dividing 12.5 by 100, which has the potential to likely yield .125…

But this is all pure speculation.

Formulaically, this might translate as:

12.5% = 12.5(1/100) = 12.5/100

And because when dividing by 10, you move the period one place to the left, you woul

Percentages have a basis of 100.

Strictly speaking, nothing can be more of itself than it actually is (at any one point in time).

Despite expressions like “that player gives 110% every game”, he only has 100% of what he has. You could however say (or sing) “I'm not half the man I used to be..”

But you can say my age is 300% of what it was when the Beatles sang YESTERDAY.

Your question what is 12 1/2 percent as a fraction is done like this:

12 1/2% = 12.5 / 100

because all % are relative to 100

or

12.5 move decimal 2 places to the left to divide by the 100 to make it

.125

or

1/8

Let us do another case.

20.1

Can the normal HDD take automatic backups?

I will try to make this simple so that you can do it with other problems:

1. Change 12 1/2 % to 12.5 %.

2. Understand that percent simply means something dived by 100.

3. Therefore , change 12.5% to 12.5/100.

4. Multiply the top and bottom by 10 to get rid of the decimal. 125/1000.

5. You can see that the top and bottom can be reduced by dividing by 25, 5/40.

6. Now it is easy to see that you can further reduce by dividing

the top and bottom by 5, 1/8

Step-by-step explanation:

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Answer 2

Answer:

0.125

Step-by-step explanation:

$= 12 \times \frac{1}{2} \% \\ = 12.5\% \\ = \frac{12.5}{100} \\ = 0.125$