# How to calculate 48 divided by 16 using long division?

Division is a fundamental arithmetic operation where we calculate how many times a number (divisor or denominator) can fit into another number (dividend or numerator). In this case, we are dividing **48** (the dividend) by **16** (the divisor).

There are three distinct methods to convey the same information: in decimal, fractional, and percentage formats:

- 48 divided by 16 in decimal =
**3** - 48 divided by 16 in fraction =
**48/16** - 48 divided by 16 in percentage =
**300%**

## What is the Quotient and Remainder of 48 divided by 16?

The quotient is calculated by dividing the dividend by the divisor, and the remainder is what's left over if the division doesn't result in a whole number. In this case, however, since 48 is a multiple of 16, there should be no remainder.

The quotient of 48 divided by 16 is 3, and the remainder is 0. Thus,

### 48 ÷ 16 = 3 R 0

When you divide **Forty Eight** by **Sixteen**, the quotient is **Three**, and the remainder is **Zero**.

## Let's calculate 48 divided by 16 using long division

#### Step 1:

1 | 6 | ⟌ | 4 | 8 |

#### Step 2:

0 | ||||

1 | 6 | ⟌ | 4 | 8 |

- | 0 | |||

4 |

#### Step 3:

0 | ||||

1 | 6 | ⟌ | 4 | 8 |

- | 0 | |||

4 | 8 |

#### Step 4:

0 | 3 | ||||

1 | 6 | ⟌ | 4 | 8 | |

- | 0 | ||||

4 | 8 | ||||

- | 4 | 8 | |||

0 |

## Verdict

The division of **48** by **16** results in a quotient of **3** and a remainder of **0**, meaning 16 goes into 48 Three times with 0 left over. Understanding this division process is crucial in both basic arithmetic and real-life applications where division is used, such as in financial calculations, data analysis, and everyday problem-solving.