## Step 1

Can you add yet? Nope! The platform don"t match. We require a usual denominator. So next we take it both denominators and multiply them. Next, take it each numerator and also multiply that by the denominator the the various other term.

You are watching: (1/6)^3

So, us multiply 1 by 5, and get 5, then us multiply 6 by 5 and get 30.

Now for the 2nd term. You main point 3 through 6, and also get 18, then multiply 6 by 5 and also get 30.

We now have a brand-new problem, the looks prefer this:

530 |

30 |

## Step 2

Since our platform match, we can add the numerators.

5 + 18 = 23

That offers us the sum, which is

2330 |

## Step 3

Now, do we must simplify this fraction?

First, we attempt to divide it through 2...

Nope! So currently we try the next best prime number, 3...

Nope! So now we try the next biggest prime number, 5...

Nope! So now we try the next biggest prime number, 7...

Nope! So currently we try the next biggest prime number, 11...

Nope! So currently we try the next best prime number, 13...

Nope! So now we try the next greatest prime number, 17...

Nope! So currently we try the next greatest prime number, 19...

Nope! So currently we shot the next biggest prime number, 23...

Nope! So currently we try the next biggest prime number, 29...

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No good. 29 is bigger than 23. So we"re excellent reducing.

There you have it! Here"s the last answer come 1/6 + 3/516 |

5 |

30 |

© 2014 Randy Tayler

3/5 + 1/2

3/5 - 1/2

3/5 + 1/3

3/5 - 1/3

3/5 + 2/3

3/5 - 2/3

3/5 + 1/4

3/5 - 1/4

3/5 + 2/4

3/5 - 2/4

3/5 + 3/4

3/5 - 3/4

3/5 + 1/5

3/5 - 1/5

3/5 + 2/5

3/5 - 2/5

3/5 + 3/5

3/5 - 3/5

3/5 + 4/5

3/5 - 4/5

3/5 + 1/6

3/5 - 1/6

3/5 + 2/6

3/5 - 2/6

3/5 + 3/6

3/5 - 3/6

3/5 + 4/6

3/5 - 4/6

3/5 + 5/6

3/5 - 5/6

3/5 + 1/7

3/5 - 1/7

3/5 + 2/7

3/5 - 2/7

3/5 + 3/7

3/5 - 3/7

3/5 + 4/7

3/5 - 4/7

3/5 + 5/7

3/5 - 5/7

3/5 + 6/7

3/5 - 6/7

3/5 + 1/8

3/5 - 1/8

3/5 + 2/8

3/5 - 2/8

3/5 + 3/8

3/5 - 3/8

3/5 + 4/8

3/5 - 4/8

3/5 + 5/8

3/5 - 5/8

3/5 + 6/8

3/5 - 6/8

3/5 + 7/8

3/5 - 7/8

3/5 + 1/9

3/5 - 1/9

3/5 + 2/9

3/5 - 2/9

3/5 + 3/9

3/5 - 3/9

3/5 + 4/9

3/5 - 4/9

3/5 + 5/9

3/5 - 5/9

3/5 + 6/9

3/5 - 6/9

3/5 + 7/9

3/5 - 7/9

3/5 + 8/9

3/5 - 8/9

3/5 + 1/10

3/5 - 1/10

3/5 + 2/10

3/5 - 2/10

3/5 + 3/10

3/5 - 3/10

3/5 + 4/10

3/5 - 4/10

3/5 + 5/10

3/5 - 5/10

3/5 + 6/10

3/5 - 6/10

3/5 + 7/10

3/5 - 7/10

3/5 + 8/10

3/5 - 8/10

3/5 + 9/10

3/5 - 9/10

3/5 + 1/11

3/5 - 1/11

3/5 + 2/11

3/5 - 2/11

3/5 + 3/11

3/5 - 3/11

3/5 + 4/11

3/5 - 4/11

3/5 + 5/11

3/5 - 5/11

3/5 + 6/11

3/5 - 6/11

3/5 + 7/11

3/5 - 7/11

3/5 + 8/11

3/5 - 8/11

3/5 + 9/11

3/5 - 9/11

3/5 + 10/11

3/5 - 10/11

3/5 + 1/12

3/5 - 1/12

3/5 + 2/12

3/5 - 2/12

3/5 + 3/12

3/5 - 3/12

3/5 + 4/12

3/5 - 4/12

3/5 + 5/12

3/5 - 5/12

3/5 + 6/12

3/5 - 6/12

3/5 + 7/12

3/5 - 7/12

3/5 + 8/12

3/5 - 8/12

3/5 + 9/12

3/5 - 9/12

3/5 + 10/12

3/5 - 10/12

3/5 + 11/12

3/5 - 11/12