## The Basics of Division

When it comes to dividing two numbers, the process is relatively straightforward. In this case, we are dividing 70,000 by 12. To do this, we need to find out how many times 12 can fit into 70,000.

### The Long Division Method

One way to solve this problem is to use the long division method. This involves dividing the first digit of the dividend (in this case, 7) by the divisor (12).

### Using a Calculator

Another way to solve this problem is to use a calculator. Simply input 70,000 ÷ 12 into your calculator and it will give you the answer.

## The Answer

So, what is the result of 70,000 divided by 12? The answer is 5,833.33.

## Why is This Important?

You might be wondering why it’s important to know the result of 70,000 divided by 12. Well, there are many practical applications for division in our daily lives.

### Financial Calculations

For example, if you were calculating the monthly payments on a loan of $70,000 with a 12% interest rate, you would need to divide the total loan amount by 12 to get the monthly payment.

### Time Calculations

Similarly, if you were trying to figure out how many months it would take to save $70,000 if you put away $12,000 each year, you would need to divide 70,000 by 12,000 to get the number of years it would take.

## Common Mistakes

When it comes to division, there are a few common mistakes that people make. One of the most common is forgetting to carry over the remainder.

### Carrying Over Remainders

In the case of 70,000 divided by 12, the answer is not a whole number. There is a remainder of 8.33. It’s important to carry this remainder over to the next digit when continuing to divide.

### Forgetting to Add the Decimal Point

Another common mistake is forgetting to add the decimal point when working with decimals. In this case, the answer is 5,833.33, not 5,833.

## Conclusion

In conclusion, 70,000 divided by 12 is 5,833.33. While it may seem like a simple calculation, there are many practical applications for division in our daily lives. It’s important to avoid common mistakes when dividing and to always carry over remainders and add decimal points when working with decimals.