134 divided by 8

Understand the Problem

The question is asking for the result of dividing 134 by 8, which is a basic arithmetic operation that can be solved using division.

Answer

$16.75$

Steps to Solve

Set up the division problem

We want to divide $134$ by $8$. This can be represented as: $$ 134 \div 8 $$

Perform the division

Now, we need to find how many times $8$ fits into $134$.

First, determine how many times $8$ goes into $13$:
$8$ goes into $13$ once, since $8 \cdot 1 = 8$.
Subtract $8$ from $13$:
$$ 13 - 8 = 5 $$
Bring down the next digit (which is $4$ from $134$) to get $54$.

Continue the division with the new number

Now, we find how many times $8$ goes into $54$:

$8$ goes into $54$ six times, since $8 \cdot 6 = 48$.
Subtract $48$ from $54$:
$$ 54 - 48 = 6 $$

Determine the remainder and final result

After performing the subtraction, we have a remainder of $6$. This means we can express our result in terms of the quotient and the remainder:

The quotient is $16$, and the remainder is $6$.

So we can write: $$ 134 \div 8 = 16 , \text{R} , 6 $$ or as a mixed number: $$ 16 + \frac{6}{8} = 16 + \frac{3}{4} = 16.75 $$

The result of dividing $134$ by $8$ is $16.75$.

More Information

It's interesting to note that division can also be represented as equivalent fractions. The result $16.75$ indicates that $134$ is not perfectly divisible by $8$, which means there's a remainder left.

Tips

A common mistake is to forget to carry down the next digit after subtracting. It's important to always check that all digits have been used in the long division process.
Another mistake is miscalculating the times $8$ goes into the numbers. Double-checking the multiplication helps avoid this.

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