We convert decimal to octal in the same way we convert decimal to binary. We can use the division method with the base of 8 and reverse the numbers at the end. We start with the decimal number and divide iteratively by eight and keep the remainders. For example, for the decimal number 112:

Division by 8 | Remainder |
---|---|

112 / 8 = 14 | 0 |

14 / 8 = 1 | 6 |

1 / 8 = 0 | 1 |

Read from bottom to top and calculate the new octal number 0o160. As a check, we notice our decimal number was even, as is our octal number.

### Instructions

**1.**

Convert the decimal number 326 to octal using the division technique.

Assign the value to `checkpoint_1`

in the code editor. Be sure to include any necessary prefix.

**2.**

Convert the decimal number 87 to octal using the division technique from the exercise.

Assign the value to `checkpoint_2`

in the code editor. Be sure to include any necessary prefix.

**3.**

Convert the decimal number 999 to octal using the division technique from the exercise.

Assign the value to `checkpoint_3`

in the code editor. Be sure to include any necessary prefix.