72 is the sum of 4 consecutive primes (13 + 17 + 19 + 23) as well as the sum of six consecutive primes (5 + 7 + 11 + 13 + 17 + 19). The is an even composite number. Just remember the multiplication tables to understand the multiples.

**First five multiples that 72**: 72, 144, 216, 288, and also 360

**Prime factorization of 72**: 72 = 2 × 2 × 2 × 3 × 3

Let united state explore more about the multiples of 72 and their properties.

You are watching: What are the multiples of 72

1. | What room the Multiples the 72? |

2. | First 20 Multiples the 72 |

3. | Important Notes |

4. | Tips and also Tricks |

5. | FAQs ~ above Multiples the 72 |

## What are the Multiples the 72?

Multiples are numbers the we get when we multiply one totality number by one more whole number. 72 x any type of whole number = A multiple that 72

We gain the nth multiple the 72 by doing 72 x n. The 12th multiple of 72 is 72 x 12 = 864.We acquire the successive multiples that 72 by skip count or repetitive addition. 72 + 72 + 72 + 72 = 4 x 72 = 288 and also the 5th multiple that 72 is 288 + 72 = 360.All the multiples of 72 are also the multiples of its factors. Because that example, 72 = 8 x 9. 8 and also 9 are factors of 72. 72 is a multiple of 8 as fine as 9.## List of an initial 20 Multiples that 72

Let us list the an initial 20 multiples that 72.

Multiples of 7272 × 1 = 72 |

72 × 2 = 144 |

72 × 3 = 216 |

72 × 4 = 288 |

72 × 5 = 360 |

72 × 6 = 432 |

72 × 7 = 504 |

72 × 8 = 576 |

72 × 9 = 648 |

72 × 10 = 720 |

72 ×11 = 792 |

72 × 12 = 864 |

72 x 13 = 936 |

72 x 14 = 1008 |

72 x 15 = 1080 |

72 × 16 = 1152 |

72 × 17 = 1224 |

72 × 18 = 1296 |

72 × 19 = 1368 |

72 × 20 = 1440 |

To know the concept of detect multiples, let us take a couple of more examples.

**Important Notes**

**Tips and Tricks**

To examine if a number is a lot of of 72, division it through 72.Add 72 to a lot of of 72 to obtain the successive multiple.72 × totality number = entirety number × 72 = lot of of 72. Example, 72 × 8 = 8 × 72

## Multiples that 72 Solved Examples

**Example 1: **Alex provides a handshake come every 72nd visitor in his restaurant. If he has shaken hand 22 times now, how numerous visitors has actually he acquired so far?

**Solution: **On the first handshake, the visitors he had 1 × 72 = 72

On the 10th shake, the tourists = 10 × 72 = 720

On the 22nd handshake, the visitors he had actually = 22 × 72 = 1584

He has obtained 1584 visitors.

**Example 2: **Sam build a rectangle using blocks that 8 rows and 9 columns. If the raises this rectanglular tower through 15 an ext layers, how countless blocks will certainly be there in all?

**Solution**: The variety of blocks in the rectangle = 8 rows × 9 columns

8 × 9 = 72 blocks

If there space 15 more layers, climate the variety of blocks is 15 great × 72 blocks

15 × 72 = 1080 blocks

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## Interactive Questions

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## FAQs ~ above Multiples the 72

### What are the multiples of 72?

The multiples of 72 room the product derived by multiplying 72 with whole numbers.

### What room the 10th and also 100th multiples that 72?

The 10th multiple of 72 is 72 × 10 = 720 and the 100th many of 72 is 72 × 100 = 7200.

### What is the very first multiple that 72?

The an initial multiple of 72 is 72.

### What 3 numbers have a product of 36?

The 3 possible numbers which offer the product as 36 are (1,1,36), (1,3,12), (1,2,18), (1,6,6), (1,4,9), (2,3,6), (2,2,9), and (3,3,4).

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### What space the common multiples that 72 and also 24?

The multiples the 24 are 24, 48, 72, 96,120, 144, 168, 192, 216, and so on.