What is 65 divided by 5 in long division?

Place this digit in the quotient on top of the division symbol. Multiply the newest quotient digit (3) by the divisor 5 . Subtract 15 from 15 . The result of division of 65÷5 65 ÷ 5 is 13 .

What is 78 divided by 6 in long division?

Thus, 78 divided by 6 equals 13 .

How do you do long division in 5th grade?

The steps of long division are set up in a similar way as the partial quotients method, but a memorable process is used to get to the answer. First you divide, then you multiply, then you subtract, and then you bring the next digit down . This process is repeated until you have reached a solution.

How can I calculate division?

Division Math Formula The formula to calculate the division of two numbers is: Dividend ÷ Divisor = Quotient + Remainder . The remainder is the leftover number in the division operation. If 46 is divided by 5, we get the quotient as 9 and the remainder 1.

How to solve 64 divided by 4?

The answer to 64 ÷ 4 is 16. This can be found by dividing 64 by 4 , which is the same as asking "how many times does 4 go into 64?" The answer is 16, as 4 can fit into 64 16 times.

How to solve 84 divided by 7?

Answer and Explanation: By switching the division problem to a multiplication problem, you can use the multiplication facts you know to get the answer. What number do you need to multiply by 7 to get 84? This means that 84 divided by 7 equals 12 .

Is 96 divisible by 6?

Step 7: 96 is also divisible by 6 by checking the divisibility . Step 8: Now by the divisibility test, 96 is not divisible by 7 as we divisible a decimal number on dividing. Step 9: The number 96 is also divisible by 8 because it divides it completely.

How to divide large numbers quickly?

2 Use halving and doubling Another useful technique to divide large numbers mentally is to use halving and doubling, which is based on the fact that dividing by 2 is the same as multiplying by 0.5, and vice versa. For example, if you want to divide 720 by 24, you can halve both numbers until you get an easier division.

How to do long division function?

College Algebra Tutorial 36 Step 1: Set up the long division. ... Step 2: Divide 1st term of dividend by first term of divisor to get first term of the quotient. ... Step 3: Take the term found in step 2 and multiply it times the divisor. ... Step 4: Subtract this from the line above. ... Step 5: Repeat until done. More items... Mar 15, 2012

What is 63 Divided by 75 Using Long Division? (2024)

Confused by long division? By the end of this article you'll be able to divide 63 by 75 using long division and be able to apply the same technique to any other long division problem you have! Let's take a look.

Want to quickly learn or show students how to solve 63 divided by 75 using long division? Play this very quick and fun video now!

Okay so the first thing we need to do is clarify the terms so that you know what each part of the division is:

The first number, 63, is called the dividend.
The second number, 75 is called the divisor.

What we'll do here is break down each step of the long division process for 63 divided by 75 and explain each of them so you understand exactly what is going on.

63 divided by 75 step-by-step guide

Step 1

The first step is to set up our division problem with the divisor on the left side and the dividend on the right side, like we have it below:

Step 2

We can work out that the divisor (75) goes into the first digit of the dividend (6), 0 time(s). Now we know that, we can put 0 at the top:

			0
7	5		6	3

Step 3

If we multiply the divisor by the result in the previous step (75 x 0 = 0), we can now add that answer below the dividend:

		0
7	5	6	3
		0

Step 4

Next, we will subtract the result from the previous step from the second digit of the dividend (6 - 0 = 6) and write that answer below:

			0
7	5		6	3
		-	0
			6

Step 5

Move the second digit of the dividend (3) down like so:

			0
7	5		6	3
		-	0
			6	3

Step 6

The divisor (75) goes into the bottom number (63), 0 time(s), so we can put 0 on top:

			0	0
7	5		6	3
		-	0
			6	3

Step 7

If we multiply the divisor by the result in the previous step (75 x 0 = 0), we can now add that answer below the dividend:

			0	0
7	5		6	3
		-	0
			6	3
				0

Step 8

Next, we will subtract the result from the previous step from the third digit of the dividend (63 - 0 = 63) and write that answer below:

			0	0
7	5		6	3
		-	0
			6	3
		-		0
			6	3

So, what is the answer to 63 divided by 75?

If you made it this far into the tutorial, well done! There are no more digits to move down from the dividend, which means we have completed the long division problem.

Your answer is the top number, and any remainder will be the bottom number. So, for 63 divided by 75, the final solution is:

Remainder 63

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Extra calculations for you

Now you've learned the long division approach to 63 divided by 75, here are a few other ways you might do the calculation:

Using a calculator, if you typed in 63 divided by 75, you'd get 0.84.
You could also express 63/75 as a mixed fraction: 0 63/75
If you look at the mixed fraction 0 63/75, you'll see that the numerator is the same as the remainder (63), the denominator is our original divisor (75), and the whole number is our final answer (0).

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