143 divided by 3
Understand the Problem
The question is asking us to perform the division of 143 by 3. This is a simple math operation.
Answer
$143 \div 3 = 47$ with a remainder of $2$.
Answer for screen readers
The result of $143 \div 3$ is $47$ with a remainder of $2$.
Steps to Solve
- Set Up the Division
We start by setting up the division of $143$ divided by $3$. This can be written as:
$$ 143 \div 3 $$
- Perform the Division
Now, we will calculate how many times $3$ fits into $143$.
$3$ goes into $14$ (which is the first two digits of $143$) $4$ times because:
$$ 3 \times 4 = 12 $$
We subtract $12$ from $14$:
$$ 14 - 12 = 2 $$
Next, we bring down the next digit (which is the last digit of $143$, so we bring down $3$), giving us $23$.
- Continue the Division
Now, we find how many times $3$ fits into $23$:
$3$ goes into $23$ $7$ times because:
$$ 3 \times 7 = 21 $$
We subtract $21$ from $23$:
$$ 23 - 21 = 2 $$
Since there are no more digits to bring down, we can express our answer.
- Express the Final Result
The whole number part of the result is $47$ and the remainder is $2$. We can express the final answer as:
$$ 143 \div 3 = 47 \text{ R } 2 $$
Alternatively, we could also express it as a mixed number or decimal if needed.
The result of $143 \div 3$ is $47$ with a remainder of $2$.
More Information
When you divide numbers like this, the result is not always a whole number. In this case, the remainder shows how much is left over after the division. You can also convert the remainder into a fraction or decimal if needed.
Tips
- Confusing the numbers when performing the long division; always write down each step clearly.
- Forgetting to bring down the next digit in cases where the divisor does not evenly divide the current number.
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