-
Kizdar net |
Kizdar net |
Кыздар Нет
- bing.com › videosWatch full videoWatch full videoWatch full video
- This summary was generated by AI from multiple online sources. Find the source links used for this summary under "Based on sources".
Learn more about Bing search results here
Organizing and summarizing search results for you- If the number you're dividing by has a decimal, move the decimal point all the way to the right counting the number of places you've moved it to.
- Insert a decimal point in the quotient (answer) space, exactly above the decimal point in the number under the division bar.
- Divide until the remainder is zero, or until you have enough decimal places in your answer.
Calculator Souphttps://www.calculatorsoup.com/calculators/math/longdivisiondecimals.phpLong Division Calculator with DecimalsEnter positive or negative decimal numbers for divisor and dividend and calculate a quotient answer. See the step-by-step work for the calculation and learn how to do long division…Ideal Calculatorhttps://idealcalculator.com/long-division-calculator-with-steps-remainders-decimals/Long Division Calculator with steps (Remainders and Decimals)To use the Long division Calculator follow these steps: 1 Enter the dividend into the calculator 2 Then enter the divisor Long Division Calculator with Decimals
Enter positive or negative decimal numbers for divisor and dividend and calculate a quotient answer. See the step-by-step work for the calculation and learn how to do long division with decimals. See more
Do long division with decimal numbers and see the work for the calculation step-by-step. Enter positive or negative decimal numbers for divisor and dividend and calculate a quotient answer. See more
- 1. If the number you're dividing by has a decimal, move the decimal point all the …
- 2. Insert a decimal point in the quotient (answer) space, exactly above the deci…
- 3. Divide until the remainder is zero, or until you have enough dec… See more
In this problem we divide 4.71 by 3.2 out to 3 decimal places in the quotient answer. Wikipedia: Long Division See more
For the division problem 471 divided by 32: 1. 471 is the dividend 2. 32 is the divisor 3. 14.718 is the quotient calculated out to 3 decimal places See more
Long Division Calculator
Learn how to perform long division with decimals and remainders using this free online tool. See the calculation steps, the quotient, the remainder, and the result in fraction and decimal form.
LONG DIVISION CALCULATOR WITH DECIMALS
Long division calculator with decimal places. Division calculator for negative and positive decimal numbers. All solution steps are described by animations.
Long Division Calculator with steps (Remainders and …
To use the Long division Calculator follow these steps: Enter the dividend into the calculator; Then enter the divisor; Select the "remainder" option to perform long division with remainder, or select the "decimal" option to perform long division …
Long Division Calculator With or Without Remainders …
This calculator will divide one number (dividend) by another number (divisor) using the long division method, and show and explain each step. The calculator will accommodate divisors and dividends containing decimal points and will …
Long Division Calculator with decimals - AllMath
Long Division Calculator with decimals finds the quotient of the given numbers in decimal point with steps
- People also ask
Long Division Calculator with Decimals - Calculators Bay
A Long Division Calculator with Decimals is a digital tool designed to assist with performing long division calculations, particularly when the division involves decimal numbers. Unlike traditional long division, where the focus is on …
Long Division Calculator: Remainder And Decimal …
This page provides a math calculator to solve long division. The calculator provides solutions for both remainder and decimal methods. In addition, the work and steps to get the answer are shown in a table.
Long Division Calculator with Decimals - Calculator Universe
Use this tool to perform long division with decimal numbers and see the detailed steps and explanation. Learn how to divide, multiply, subtract, and bring down digits in long division with …
Long Division Calculator Decimals Online
Mar 27, 2024 · The long division calculator with decimals simplifies the process of dividing numbers, especially when dealing with decimals. It automates the traditional method of long …
Long Division With Decimal Calculator - LCMGCF
Apr 15, 2023 · Learn stepwise process to calculate long divison. Long Division With Decimal Calculator displays the whole work for dividing the dividend by the divisor resulting in the quotient in less time. Simply put the dividend and …
Long Division Calculator - eMathHelp
Enter the dividend and the divisor and get the quotient to the given precision without remainder or quotient with remainder. Divide by. Calculate the quotient to decimal points. If you don't enter …
Long Division Calculator
This online long division calculator is used to perform the divisions using remainder and decimal methods with steps. You can choose the decimal place in this tool. It is also called the …
Long Division Calculator - Now Calculator
Input Data: Enter the dividend and divisor into the calculator. These numbers can be integers or decimals, making the tool versatile for various mathematical scenarios. Calculation: The …
Long Division Calculator with decimals - allmathcalc.com
Long Division Calculator with decimals finds the quotient of the given numbers in decimal point with steps
Long Division Calculator (With Steps) - Mathspar
This long division calculator lets you divide a number by another using the long division method. If the number is not evenly divisible, the calculator will do the division both in "remainder" and …
Long Division Calculator | Calculator.now
Dec 13, 2024 · Perform long division with precision! Enter dividend and divisor to get quotient, remainder, and detailed steps. Accurate results with up to 50 decimal points.
Long decimal Division Calculator - 123calculus.com
We show step by step how to divide two whole numbers to get a decimal quotient with a given precision. We'll divide 6734 by 56 with a precision of 2 decimals e.g. the quotient will have two …
Long Division Calculator
Mar 21, 2025 · Welcome to the long division calculator, the tool that helps you understand how to do long division with decimals. Read on to learn how to solve long division problems and how …
Long Division Calculator | Worldmetrics
The Long Division Calculator allows users to input a dividend and divisor, then calculates and displays the quotient, remainder, and decimal result of the division.
Related searches for calculate long division with decimals
- Some results have been removed
Skip to content
![Learn to Divide Decimals (Long Division with Decimals) - [19]](data:image/jpeg;base64,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)
![Dividing Decimals & Long Division - [6-1-26]](data:image/jpeg;base64,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)
