**48 divided by 3 equals 16.** The division is a mathematical term used to down the 48 into equal 3 pieces. In this way, we can say that in the division process 48 divided by 3 makes 48 divided into 16 pieces concerning 3. Long step division is a simple and easy process for the division after calculator.

## Segments of Division process:

Let’s see the main thing we want to do is explain the terms with the goal that you know what each piece of the division is:

**• The principal number, 48, is known as the dividend.**

**• The subsequent number, 3 is known as the divisor.**

What we’ll do here is separate each progression of the long division process for 48 isolated by 3 and make sense of every one of them so you see precisely the exact thing going on.

## 48 Divided by 3 long term division:

We will guide this long term division step by step in every stages.

### Stage 1 of division:

The initial step is to set up our division issue with the divisor on the left side and the dividend on the right side, similar to what we have underneath:

48÷3

### Stage 2 of division:

We can sort out that the divisor (3) goes into the principal digit of the dividend (4), 1 time(s). Presently we know that we can put 1 at the top:

48÷3= multiply 3*1 got 3 and at top we will write 1

### Stage 3 of division:

Assuming we duplicate the divisor by the outcome in the past advance (3 x 1 = 3), we can now add that response underneath the dividend:

Now write 3*1=3 underneath dividend 4.

We got 4-3

### Stage 4 of division:

Then, we will take away the outcome from the past advance from the second digit of the dividend (4 - 3 = 1) and compose that response beneath.

Now 4-3= 1

### Stage 5 of division:

Move the second digit of the dividend (8) down like so:

48-3=18

### Stage 6 of division:

The divisor (3) goes into the base number (18), 6 time(s), so we can put 6 on top:

as 3*6=18 and remainder is also 18 we write 6 at top just after 1

### Stage 7 of division:

Assuming we duplicate the divisor by the outcome in the past advance (3 x 6 = 18), we can now add that response underneath the dividend:

Now answer at top is 16 and we got 18-18

### Stage 8 of division:

Then, we will take away the outcome from the past advance from the third digit of the dividend (18 - 18 = 0) and compose that response beneath:

As 18-18=0

**So answer of 48/3=16 with remainder 0**

Anyway, what is the response from 48 isolated by 3’s point of view?

Assuming you made it this far into the instructional exercise, good job! There are no more digits to drop down from the dividend, and that implies we have finished the long division issue.

Your response is the top number, and any leftover portion will be the base number. Thus, for 48 separated by 3, the last arrangement is: 16

Leftover portion means remainder is 0.

## Summary:

The number 48 is known as the numerator or dividend, and the number 3 is known as the denominator or divisor. The quotient of 48 and 3, the proportion of 48 and 3, as well as the small portion of 48 and 3 all, mean (nearly) the equivalent: 48 separated by 3, frequently composed as 48/3.

Nominator (Dividend)= 48

The denominator (Divisor)= 3

Remainder =0

Answer= 16

## Additional computations of 48 divided by 3

Presently you’ve taken the long division way to deal with 48 partitioned by 3, the following are a couple of alternate ways you could do the computation:

• Utilizing a mini-computer, assuming that you composed in 48 partitioned by 3, you’d get 16.

• You could likewise communicate 48/3 as a blended portion: 16 0/3.

• Assuming you take a gander at the blended portion 16 0/3, you’ll see that the numerator is equivalent to the rest of), (the denominator is our unique divisor (3), and the entire number is our last response (16).

## What is 48 divided by 3?

We give you the consequence of division 48 by 3 immediately:

• 48 separated by 3 = 16

• The aftereffect of 48/3 is a number, which is a number that can be composed without decimal spots.

**• 48 isolated by 3 in decimal = 16**

**• 48 isolated by 3 in part = 48/3**

**• 48 isolated by 3 in rate = 1600%**

Note that you might utilize our best-in-class calculator above to get the quotient of any two integers or decimals, including 48 and 3.

Repetends, if any, are indicated in ().

The change is done naturally once the nominator, for example, 48, and the denominator, for example, 3, have been embedded. Don’t bother squeezing the button, except if you need to begin once again. Check it out now with a comparative division by 3.

## What is the Quotient and Remainder of 48 Divided by 3?

Here we furnish you with the consequence of the division with leftover portion, otherwise called Euclidean division, remembering the terms in a nutshell:

**The quotient and rest of the 48 separated by 3 = 16 Remainder 0**

The quotient (number division) of 48/3 equivalents 16; the rest of (“over”) is 0.

48 is the dividend, and 3 is the divisor.

To summarize, 48/3 = 16. It is an entire number with no fragmentary part. As division with leftover portion the aftereffect of 48 ÷ 3 = 16 with remainder 0.

## What is Division in Mathematical terms?

The division is one of the fundamental arithmetic tasks in math in which a bigger number is broken down into more modest gatherings having a similar number of things.

**For instance,** for a game, on the off chance that 48 understudies should be partitioned into gatherings of 3 understudies, what’s so ever, all-out gatherings will be shaped?

Such issues can be addressed effectively utilizing the division activity. Here we want to isolate 48 by 3. The outcome will be 48 ÷ 3 = 16. Along these lines, there will be 16 gatherings of 3 understudies in each. You can confirm this worth by duplicating 16 and 3, which will give you the first number, 48.

### Division Definition:

The division is the course of dreary subtraction. It is the opposite of the multiplication activity. It is characterized as the demonstration of shaping equivalent gatherings.

While separating numbers, we separate a bigger number into more modest numbers to such an extent that the multiplication of those more modest numbers will be equivalent to the bigger number taken. For instance, 48 ÷ 3 = 16. This can be composed as a multiplication reality as 16 × 3 = 48.

### Division Symbol:

The division is indicated by a mathematical image that comprises a little flat line with a spot above and underneath the line. Two fundamental division images address the division of two numbers. They are ÷ and/. For instance, 48 ÷ 3 = 16, and 48/3 = 16.

## Summary:

Division is one of the four essential mathematical tasks, the other three being addition, subtraction, and multiplication. In basic words, division can be characterized as the parting of an enormous gathering into more modest gatherings to such an extent that each gathering will have an equivalent number of things. It is an activity utilized for equivalent gathering and equivalent partaking in math.

## Portions of Division

Portions of division mean the name of the terms related to the division interaction. There are four pieces of the division, which are dividend, divisor, quotient, and remaining portion. Allow us to take a gander at an illustration of division given beneath and grasp the implications of these four pieces of the division.

Portions of division: Dividend, Divisor, Quotient, Remainder

Here, when we divided 48 by 3, we get the upsides of a divisor, dividend, quotient, and remaining portion. Take a gander at the table beneath to grasp the importance of these terms.

Terms | Descriptions | Values |
---|---|---|

Dividend | The number that will be divided | 48 |

Divisor | The number of equivalent gatherings that are to be made, or the number by which we partition the dividend | 3 |

Quotient | The esteem/answer got after playing out the division | 16 |

Remainder | The remaining or left out esteem that isn’t a piece of any group | 0 |

## Summary:

In the above information, it is composed that “Dividend = Divisor × Quotient + Remainder”. This condition fulfills the above values yet will it be fulfilling for the upsides of dividend, divisor, quotient, and the rest of every division? Yes, it will be fulfilled by every division. 48=3*16+0.

## What is Division Algorithm?

The division calculation is a condition that shapes a connection between each of the four pieces of the division. In any division truth, the result of the divisor and quotient added to the rest of consistently equivalent to the worth of the dividend.

Subsequently, the overall equation of division is:

**Dividend = (Divisor × Quotient) + Remainder.**

This is known as the division calculation.

The above equation assists us with confirming the upsides of the quotient and leftover portion acquired after performing division. We can substitute the upsides of the quotient, leftover portion, and divisor in the above condition and check regardless of whether the outcome is equivalent to the dividend.

Assuming we get the dividend, it implies we have done the means of division accurately. If not, it implies there is a blunder in our estimations that we want to amend. Allow us to take one model and check whether it fulfills the above division calculation or not.

In 48 divided by 3 examples, 48 divided by 3 will give us 16 as the quotient and 0 like the rest.

Dividend = (Divisor × Quotient) + Remainder

48= (16 × 3) + 0

48 = 48 + 0

48 = 48

Henceforth confirmed.

## How to do Division of 48 divided by 3?

One-digit division should be possible by utilizing multiplication tables. For instance, to tackle 48 ÷ 3, we simply have to see what we want to duplicate by 3 to find 48 as the solution. 16 × 3 = 48, in this manner 48 ÷ 3 = 16.

With regards to the division of numbers with more prominent numbers, then we can utilize the long division technique. Allow us to take the case of 48 divided by 3 to figure out it. Follow the means underneath to figure out how to divide:

• Stage 1: Draw the division image ⟌ and compose divisor (3) on its left side and dividend (48) encased under this image.

• Stage 2: Take the principal digit of the dividend from the left (3). Check to assume this digit is more prominent than or equivalent to the divisor. [If the principal digit of the dividend is not exactly the divisor, then we consider the initial two digits of the dividend]

• Stage 3: Then partition it by the divisor and compose the response on top as the quotient. Here, the quotient of 4 ÷ 3 is 1.

• Stage 4: Subtract the result of the divisor and the digit written in the quotient (3 × 1) from the main digit of the dividend and compose the distinction beneath. Here, the thing that matters is 4 - 3 = 1.

• Stage 5: Bring down the following digit of the dividend (if present). The following digit in the dividend is 3.

• Stage 6: Repeat a similar cycle until you get the rest of, the divisor.

## Properties of Division in Maths:

Presently let us take a gander at a portion of the properties of division activity that will assist you with understanding this activity far and away superior. Recorded underneath are a couple of properties of division:

• Division by 1: Any number partitioned by 1 in the actual number. At the end of the day, if divisor = 1, dividend = quotient.

• Division by 0: The worth of a number separated by 0 isn’t characterized, for example, n/0 = not characterized, where n is any number.

• Division without help from anyone else: If we partition a number without anyone else, we will continuously find 1 as the solution. All in all, in the event, that dividend = divisor, quotient = 1.

• Division of 0 by any number: 0 partitioned by any number generally brings about 0. A few models are 0 ÷ 14 = 0, 0 ÷ 19 = 0, 0 ÷ 5700 = 0, and so forth.

• Division by 10: If we partition a number by 10, then, at that point, the digit at the spot will constantly be the rest of the leftover digits on the left will be the quotient. For instance, 560 ÷ 10 = 56 R 0.

• Division by 100: If we partition a number by 100, then the number framed from the place and the tens place digits will continuously be the rest of the excess digits on the left will be the quotient. **For instance,** 9500 ÷ 100 = 95 R 0.

## Division Examples for practices:

Here we will show you some examples through which you can practice more about divisions.

### Example No

Marry has 2 doggies. She purchased 8 enjoyable unresolved issues them both similarly. What number of bones will every doggy get?

**Solution:** Given, the that number of pups = is 2, and numb the er of bones =is 8. Accordingly, several bones for every pup = 8 ÷ 2 = 4. In this way, every little dog will get 4 bones.

### Example No

Raha’s dad prepared a few treats for her. Buddy and Akon, her closest companions, chose to give her a shock by visiting her unannounced. Assuming there were 9 treats, what number did Reaha’s dad give Reaha, Pal, and Akon so they were similarly divided among them?

Utilize the division calculation to take a look at your response.

**Solutions:** Given, that the number of treats = 9, and the number of individuals to share treats = 3. Treats isolated similarly among Reaha, Pal, and Akon = 9 ÷ 3 = 3. To check division, we will place the qualities in the equation, Dividend = (Divisor × Quotient) + Remainder. In this way, 9 = 3 × 3 + 0 = 9. Subsequently, confirmed.

### Example No

Find the upsides of quotient and remaining portion when 75 is separated by 3? Check the responses utilizing the division calculation.

Solution: Here, we need to separate 75 by 3. Along these lines, dividend = 75 and divisor = 3. Allow us to partition 75 by 3 utilizing the means of division.

**Division model:** Divide 75 by 3

Consequently, we get Quotient = 25 and Remainder = 0.

To check division, we will place the qualities in the recipe, Dividend = (Divisor × Quotient) + Remainder. Along these lines, 75 = 3 × 25 + 0 = 75. Thus, checked.

## Summary :

Hence it is cleared that division is not that easy we have to go through division’s properties. Also we have to check many examples to understand the rules of solving it. Also we saw how to divide 48 divided by 3 in detail in this article.

## Frequently Asked Questions:

Here are some questions that are mostly asked by the students about divisions and they are as follows.

### Q.1 What is Division in Math?

In maths, we have four fundamental arithmetic tasks i.e., addition, division, multiplication, and subtraction. Among these four tasks, division is one of the significant tasks we use in our day-to-day exercises. It is the method involved with parting an enormous gathering into equivalent more modest gatherings.

**For instance,** partition 25 by 5. Division reality for this model will be, 25 ÷ 5 = 5.

### Q.2 What are the Two Types of Division?

The division is parted into two sections i.e., partitive and quotative models. Partitive is utilized while isolating a number into a known number of spaces. For instance, assuming we partition 4 into 2 spaces, we can figure out the number of things that will be in each opening.

Quotative division is utilized while partitioning a number into openings of a deliberate amount. For instance, when we partition 4 into openings of 2, we can decide the number of spaces that can be made.

### Q.3 What are the Three Parts of Division?

The three primary pieces of division are dividend, quotient, and divisor. In addition to this, when the divisor isn’t a variable of the dividend, then, at that point, we get a non-zero remaining portion which is the fourth piece of the division.

### Q.4 What is Long Division Method?

The long division technique is the most well-known strategy used to tackle issues of division. In this interaction, the divisor is composed external the division image, while the dividend is set inside. The quotient is composed over the overbar on top of the dividend.

### Q.5 What are the Steps of the Division?

The means to divide are recorded beneath:

Stage 1: Take the principal digit of the dividend. Check to assume this digit is more noteworthy than or equivalent to the divisor.

Stage 2: Then partition it by the divisor and compose the response on top.

Stage 3: Subtract the outcome from the digit and compose underneath.

Stage 4: Again, rehash a similar cycle.

### Q.6 How would you Divide when the Divisor is Bigger Than the Dividend?

For this situation of division, we can just continue to add zeros to one side of the dividend until it becomes suitable to separate further. Moreover, we can partition the quotient by similar powers of 10 for the last response once we finish the division accurately.

### Q.7 How to Divide Decimals?

Separating decimals is additionally pretty much as simple as isolating some other numbers. You should simply duplicate the decimal with powers of ten till you get a number. Then you can complete the typical division process. When you find your last solution, make a point to partition it with the very powers of 10 that you isolated before with.

### Q.8 How to Use Division Calculator?

A division number cruncher is an apparatus that is utilized to take care of division issues rapidly in no time. Attempt this division number on the digital calculator now for taking care of issues in light of division and find your solutions in seconds just by a solitary snap.

### Q.9 What are the Rules of Multiplication and Division of Integers?

The standards for the multiplication and division of integers are given underneath:

Positive ÷/× positive = positive

Negative ÷/× negative = positive

Negative ÷/× positive = negative

Positive ÷/× negative = negative

### Q.10 What is the Division Symbol?

There are two images of division which are: ÷ and/. ÷ image is drawn by putting two little dabs on the top and lower part of a little even line. What’s more,/sign is utilized for the most part with divisions, proportions, and rates.

### Q.11 Why Division by Zero is Undefined?

Division by zero is indistinct because one can’t separate any number by nothing. This is because when any number is increased to nothing, the response is 0. Presently, think it’s the opposite. 1/0 will have boundless worth. We can not measure this worth in science. Subsequently, the division of any number by zero is indistinct.

## Conclusion:

48 divided by 3 equals 16. In maths, we have four fundamental arithmetic tasks i.e., addition, division, multiplication, and subtraction. Among these four tasks, division is one of the significant tasks we use in our day-to-day exercises. It is the method involved with parting an enormous gathering into equivalent more modest gatherings. For instance, divided 48 by 3. Division reality for this model will be, 48 ÷ 3 = 16.