In order to convert between fractions and percentages and vice versa, it's important to remember that one percent - .
If you remember this principle, the calculations are simple.
In order to convert between fractions and percentages and vice versa, it's important to remember that one percent - .
If you remember this principle, the calculations are simple.
In the numerator, we write the given percentage number (without the percentage sign)
and in the denominator, we always write the number .
We reduce the fraction that we obtained as much as possible in order to achieve the final answer.
We expand or reduce the fraction so that the number appears in its denominator.
We will make sure to perform the expansion/reduction operation on both the numerator and denominator to maintain the value of the fraction.
What we obtained in the numerator will be the percentage and that will be the final answer.
Important note - not every fraction can be converted to percentages (without a calculator) since not every given denominator can be converted to through expansion or reduction.
Convert the fraction \( \frac{7}{100} \) into a percentage.
Write the percentage 201% as a fraction with a denominator of 100.
Write the percentage 87% as a fraction with a denominator of 100.
Convert the following fraction into a percentage:
\( \frac{15}{20}=\text{?} \)
Write the percentage 7.5% as a fraction with denominator 100.
Convert the fraction into a percentage.
The fraction:
is actually x percent.
Therefore we use the formula:
7%
Write the percentage 201% as a fraction with a denominator of 100.
We use the formula:
Write the percentage 87% as a fraction with a denominator of 100.
We use the formula:
Convert the following fraction into a percentage:
A percentage is actually a form of fraction, or more precisely, a fraction out of a hundred.
In other words, it is a fraction where the denominator is always 100.
Therefore, in order to convert a fraction into a percentage, we multiply it so that the denominator becomes 100.
20*5=100
15*5=75
Therefore the fraction is 75/100 and the percentage is 75%.
75%
Write the percentage 7.5% as a fraction with denominator 100.
We use the formula:
Convert the fraction \( \frac{13.3}{100} \) into a percentage.
Convert the fraction \( \frac{3.3}{10} \) into a percentage.
Convert the fraction into a percentage:
\( \frac{22}{25}=\text{?} \)
Convert the following fraction into a percentage:
\( \frac{3}{4} \)
What percentage is 64 out of 32?
Convert the fraction into a percentage.
We use the formula:
Therefore:
13.3%
Convert the fraction into a percentage.
When we have a fraction whose denominator is not 100, we will have to convert it to 100
That is:
Now we also multiply the numerator by 10:
Now we use the formula:
33%
Convert the fraction into a percentage:
To convert a fraction to a percentage, the denominator must be converted to 100
We also multiply the numerator by the same number, that is, 4:
Now we use the formula
88%
Convert the following fraction into a percentage:
To convert a fraction to a percentage, we must convert the denominator to 100.
In this case, we know that 4*25 = 100
Therefore, we multiply both the numerator and the denominator by 25.
3*25 = 75
4*25 = 100
We are left with 75/100, which is actually 75%
And this is the solution!
75%
What percentage is 64 out of 32?
In the first step, we will convert the data we have into a fraction.
64/32
Now we will find out that the numbers are divisible by each other,
64/32 = 2
To convert an integer into a percentage, multiply it by 100.
2*100 = 200
200%
200%
Calculate 36 over 144 as a percentage:
What is of 200 out of 50 written as a percentage?
Convert the fraction into a percentage:
\( \frac{24}{100}=\text{?} \)
Convert the fraction into a percentage:
\( \frac{56}{100}=\text{?} \)
Convert the fraction into a percentage:
\( \frac{2}{100}=\text{?} \)
Calculate 36 over 144 as a percentage:
Let's write the numbers as fractions:
Now let's multiply by 100 to reveal the percentage:
Let's note that we can break down 144 into the following expression:
In other words:
We can simplify the two 36s in the fraction as follows:
25%
What is of 200 out of 50 written as a percentage?
Write the numbers in the form of a fraction:
Now we multiply by 100 to find out the percentage:
Keep in mind that 200 can be broken down into an exercise:
That is:
We simplify the two 50s in the fraction and obtain:
400%
Convert the fraction into a percentage:
24%
Convert the fraction into a percentage:
56%
Convert the fraction into a percentage:
2%