Since 7 is evenly separated by 14, we have the right to multiply just one ax to gain a usual denominator.

You are watching: What is 2/7 of 14

Multiply 2 through 2, and get 4, then us multiply 7 by 2 and get 14.

The problem now has brand-new fractions to add:

4
 14
+3
14

## Step 2

Since our denominators match, us can include the numerators.

4 + 3 = 7

7
 14

## Step 3

The last action is to minimize the fraction if we can.

To find out, we shot dividing the by 2...

No good. So following you shot the following prime number, which is 3...

No good. So following you try the next prime number, i m sorry is 5...

No good. So following you shot the next prime number, which is 7...

Are both the numerator and the denominator evenly divisible through 7? Yes! therefore we minimize it:

7
 14
÷ 7 =1
2

So much so good... Let"s shot to division by the number again.

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No good. 7 is larger than 1. For this reason we"re excellent reducing.

And we"re done! Here"s the final answer to 2/7 + 3/14
 2 7
+3
14
=1
2

3/14 + 1/2
3/14 - 1/2
3/14 + 1/3
3/14 - 1/3
3/14 + 2/3
3/14 - 2/3
3/14 + 1/4
3/14 - 1/4
3/14 + 2/4
3/14 - 2/4
3/14 + 3/4
3/14 - 3/4
3/14 + 1/5
3/14 - 1/5
3/14 + 2/5
3/14 - 2/5
3/14 + 3/5
3/14 - 3/5
3/14 + 4/5
3/14 - 4/5
3/14 + 1/6
3/14 - 1/6
3/14 + 2/6
3/14 - 2/6
3/14 + 3/6
3/14 - 3/6
3/14 + 4/6
3/14 - 4/6
3/14 + 5/6
3/14 - 5/6
3/14 + 1/7
3/14 - 1/7
3/14 + 2/7
3/14 - 2/7
3/14 + 3/7
3/14 - 3/7
3/14 + 4/7
3/14 - 4/7
3/14 + 5/7
3/14 - 5/7
3/14 + 6/7
3/14 - 6/7
3/14 + 1/8
3/14 - 1/8
3/14 + 2/8
3/14 - 2/8
3/14 + 3/8
3/14 - 3/8
3/14 + 4/8
3/14 - 4/8
3/14 + 5/8
3/14 - 5/8
3/14 + 6/8
3/14 - 6/8
3/14 + 7/8
3/14 - 7/8
3/14 + 1/9
3/14 - 1/9
3/14 + 2/9
3/14 - 2/9
3/14 + 3/9
3/14 - 3/9
3/14 + 4/9
3/14 - 4/9
3/14 + 5/9
3/14 - 5/9
3/14 + 6/9
3/14 - 6/9
3/14 + 7/9
3/14 - 7/9
3/14 + 8/9
3/14 - 8/9
3/14 + 1/10
3/14 - 1/10
3/14 + 2/10
3/14 - 2/10
3/14 + 3/10
3/14 - 3/10
3/14 + 4/10
3/14 - 4/10
3/14 + 5/10
3/14 - 5/10
3/14 + 6/10
3/14 - 6/10
3/14 + 7/10
3/14 - 7/10
3/14 + 8/10
3/14 - 8/10
3/14 + 9/10
3/14 - 9/10
3/14 + 1/11
3/14 - 1/11
3/14 + 2/11
3/14 - 2/11
3/14 + 3/11
3/14 - 3/11
3/14 + 4/11
3/14 - 4/11
3/14 + 5/11
3/14 - 5/11
3/14 + 6/11
3/14 - 6/11
3/14 + 7/11
3/14 - 7/11
3/14 + 8/11
3/14 - 8/11
3/14 + 9/11
3/14 - 9/11
3/14 + 10/11
3/14 - 10/11
3/14 + 1/12
3/14 - 1/12
3/14 + 2/12
3/14 - 2/12
3/14 + 3/12
3/14 - 3/12
3/14 + 4/12
3/14 - 4/12
3/14 + 5/12
3/14 - 5/12
3/14 + 6/12
3/14 - 6/12
3/14 + 7/12
3/14 - 7/12
3/14 + 8/12
3/14 - 8/12
3/14 + 9/12
3/14 - 9/12
3/14 + 10/12
3/14 - 10/12
3/14 + 11/12
3/14 - 11/12