How do you divide $64 \div 4$ $64div4$ using long division?

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Answer 1 · 2017-10-03T11:38:55

$16$ $16$ Remainder $0$ $0$

$64 \div 4 = \frac{64}{4}$ $64-:4=64/4$

We write $\frac{64}{4}$ $64/4$ in the long division format.

$4 ∣ ¯ ¯¯ ¯ 64$ $4|bar64$

Divide $6$ $6$ by $4$ $4$ and you get $1$ $1$
Multiply $1$ $1$ with $4$ $4$ (the divisor)

....... $1$ $1$
$4 ∣ ¯ ¯¯ ¯ 64$ $4|bar64$
...... $ul4$

Subtract: $6-4=2$ and bring down $2$ and bring down the next number ( $4$ )

....... $1$
$4|bar64$
...... $ul4$
....... $24$

Divide: $24-:4=6$

....... $16$
$4|bar64$
...... $ul4$
....... $24$

Multiply $6$ by $4$ (the divisor)

....... $1$
$4|bar64$
...... $ul4$
....... $24$
....... $ul24$

Subtract: $24-24=0$

....... $1$
$4|bar64$
...... $ul4$
....... $24$
....... $ul24$
.......... $ul0$

Therefore, $64-:4=16$ with a remainder of $0$ .

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