Калькулятор толщины, арматуры и опалубки фундамента плиты

Информация по назначению калькулятора

Онлайн калькулятор монолитного плитного фундамента (плиты) предназначен для расчетов размеров, опалубки, количества и диаметра арматуры и объема бетона, необходимого для обустройства данного типа фундамента домов и других построек. Перед выбором типа фундамента, обязательно проконсультируйтесь со специалистами, подходит ли данных тип для ваших условий.

Все расчеты выполняются в соответствии со СНиП 52-01-2003 «Бетонные и железобетонные конструкции», СНиП 3.03.01-87 и ГОСТ Р 52086-2003

Плитный фундамент (ушп) – монолитное железобетонное основание, закладываемое под всю площадь постройки. Имеет самый низкий показатель давления на грунт среди других типов. В основном применяется для легких построек, так как с увеличением нагрузки существенно возрастает стоимость данного типа фундамента. При малом заглублении, на достаточно пучинистых грунтах, возможно равномерное приподнимание и опускание плиты в зависимости от времени года.

Обязательно наличие хорошей гидроизоляции со всех сторон. Утепление может быть как подфундаментное, так и располагаться в стяжке пола, и чаще всего для этих целей применяется экструдированный пенополистирол.

Главным преимуществом плитных фундаментов является относительно низкая стоимость и простота возведения, так как в отличии от ленточного фундамента нет необходимости в проведении большого количества земляных работ. Обычно достаточно выкопать котлован 30-50 см. в глубину, на дне которого размещается песчаная подушка, а так же при необходимости геотекстиль, гидроизоляция и слой утеплителя.

Обязательно необходимо выяснить какими характеристиками обладает грунт под будущим фундаментом, так это это является основным решающим фактором при выборе его типа, размера и других важных характеристик.

При заполнении данных, обратите внимание на дополнительную информацию со знаком Дополнительная информация

Далее представлен полный список выполняемых расчетов с кратким описанием каждого пункта. Вы так же можете задать свой вопрос, воспользовавшись формой в правом блоке.

Общие сведения по результатам расчетов

• Периметр плиты
– Длина всех сторон фундамента
• Площадь подошвы плиты
– Равняется площади необходимого утеплителя и гидроизоляции между плитой и почвой.
• Площадь боковой поверхности
– Равняется площади утеплителя всех боковых сторон.
• Объем бетона
– Объем бетона, необходимого для заливки всего фундамента с заданными параметрами. Так как объем заказанного бетона может незначительно отличаться от фактического, а так же вследствие уплотнения при заливке, заказывать необходимо с 10% запасом.
• Вес бетона
– Указан примерный вес бетона по средней плотности.
• Нагрузка на почву от фундамента
– Распределенная нагрузка на всю площадь опоры.
• Минимальный диаметр стержней арматурной сетки
– Минимальный диаметр по СНиП, с учетом относительного содержания арматуры от площади сечения плиты.
• Минимальный диаметр вертикальных стержней арматуры
– Минимальный диаметр вертикальных стержней арматуры по СНиП.
• Размер ячейки сетки
– Средний размер ячеек сетки арматурного каркаса.
• Величина нахлеста арматуры
– При креплении отрезков стержней внахлест.
• Общая длина арматуры
– Длина всей арматуры для вязки каркаса с учетом нахлеста.
• Общий вес арматуры
– Вес арматурного каркаса.
• Толщина доски опалубки
– Расчетная толщина досок опалубки в соответствии с ГОСТ Р 52086-2003, для заданных параметров фундамента и при заданном шаге опор.
• Кол-во досок для опалубки
– Количество материала для опалубки заданного размера.

Для расчета УШП необходимо вычесть объем закладываемого утеплителя из объема рассчитанного бетона.

90000 High precision calculator 90001 90002 90003 [1] 2020/07/03 15:05 Male / 20 years old level / An engineer / Very / 90004 90005 Purpose of use 90006 90007 Basketball calculations 90008 90009 90002 90003 [2] 2020/06/30 18:38 Male / Under 20 years old / High-school / University / Grad student / Very / 90004 90005 Purpose of use 90006 90007 Check solutions while solving math quizzes 90008 90009 90002 90003 [3] 2020/06/10 11:16 Male / 20 years old level / High-school / University / Grad student / Very / 90004 90005 Purpose of use 90006 90007 Calculate 90008 90009 90002 90003 [4] 2020/05/30 8:30 Male / 60 years old level or over / An engineer / Useful / 90004 90005 Purpose of use 90006 90007 – going to cycle – West to East – LA to Boston – Bucket List – (research “daily” Nutrition requirements) 90032 Cycle all my life 90008 90009 90002 90003 [5] 2020/05/29 9:27 Male / Under 20 years old / Elementary school / Junior high-school student / Useful / 90004 90005 Purpose of use 90006 90007 I just saw this while looking at the metric conversion calculator, and tried it.90008 90005 Comment / Request 90006 90007 It’s great, but I request for secant, cosecant, and cotangent to be added. 90008 90009 90002 90003 [6] 2020/05/23 2:38 Male / 20 years old level / An engineer / Useful / 90004 90005 Purpose of use 90006 90007 To work out cos (cos (cos (….. x) to more digits. 90008 90009 90002 90003 [7] 2020/05/22 5:28 Male / 60 years old level or over / A retired person / – / 90004 90005 Purpose of use 90006 90007 research in number theory 90008 90005 Comment / Request 90006 90007 I wish to calculate the sum of 1 / prime (a) with a from one to one trillion.I can calculate (with Mathematica 9 or Maple 18) only up to 500000, it is 3.02234. Can you calculate it, or how can I do it with your advanced online calculator? What is the one-trillionth prime or its ln? Can it handle primes? Thanks 90008 90009 90002 90003 [8] 2020/05/22 1:48 – / 60 years old level or over / A retired person / Very / 90004 90005 Purpose of use 90006 90007 scientific calculations 90008 90005 Comment / Request 90006 90007 conditional statements do not work. Any statement in curly brackets 90032 {statement;} never gets executed 90032 90008 90009 90002 90003 [9] 2020/05/20 19:38 Male / 30 years old level / A teacher / A researcher / Useful / 90004 90005 Purpose of use 90006 90007 I will probably use it for conversions related to GIS measurements.90008 90009 90002 90003 [10] 2020/05/13 16:40 Male / Under 20 years old / Others / A little / 90004 90005 Purpose of use 90006 90007 Setting the table 90008 90009 .90000 Hex Calculator 90001 90002 90003 Hexadecimal Calculation-Add, Subtract, Multiply, or Divide 90004 90005 90003 Convert Hexadecimal Value to Decimal Value 90004 90005 90003 Convert Decimal Value to Hexadecimal Value 90004 90005 RelatedBinary Calculator | IP Subnet Calculator 90012 The hexadecimal number system (hex) functions virtually identically to the decimal and binary systems. Instead of using a base of 10 or 2 respectively, it uses a base of 16. Hex uses 16 digits including 0-9, just as the decimal system does, but also uses the letters A, B, C, D, E, and F (equivalent to a, b, c, d, e, f) to represent the numbers 10-15.Every hex digit represents 4 binary digits, called nibbles, which makes representing large binary numbers simpler. For example, the binary value of 1010101010 can be represented as 2AA in hex. This helps computers to compress large binary values ​​in a manner that can be easily converted between the two systems. 90013 90012 Below are some typical conversions between hex, binary, and decimal values: 90013 90016 90017 Hex / Decimal Conversion 90018 90013 90020 90021 90022 Hex 90023 90022 Binary 90023 90022 Decimal 90023 90028 90021 90022 0 90023 90022 0 90023 90022 0 90023 90028 90021 90022 1 90023 90022 1 90023 90022 1 90023 90028 90021 90022 2 90023 90022 10 90023 90022 2 90023 90028 90021 90022 3 90023 90022 11 90023 90022 3 90023 90028 90021 90022 4 90023 90022 100 90023 90022 4 90023 90028 90021 90022 5 90023 90022 101 90023 90022 5 90023 90028 90021 90022 6 90023 90022 110 90023 90022 6 90023 90028 90021 90022 7 90023 90022 111 90023 90022 7 90023 90028 90021 90022 8 90023 90022 1000 90023 90022 8 90023 90028 90021 90022 9 90023 90022 1001 90023 90022 9 90023 90028 90021 90022 A 90023 90022 1010 90023 90022 10 90023 90028 90021 90022 B 90023 90022 1011 90023 90022 11 90023 90028 90021 90022 C 90023 90022 1100 90023 90022 12 90023 90028 90021 90022 D 90023 90022 1101 90023 90022 13 90023 90028 90021 90022 E 90023 90022 1110 90023 90022 14 90023 90028 90021 90022 F 90023 90022 1111 90023 90022 15 90023 90028 90021 90022 14 90023 90022 10100 90023 90022 20 90023 90028 90021 90022 3F 90023 90022 111111 90023 90022 63 90023 90028 90173 90012 Converting between decimal and hex involves understanding the place values ​​of the different number systems.A more in depth discussion is available on the binary calculator page. Note that converting between decimal and hex is quite similar to converting between decimal and binary. The ability to perform the conversion of either should make the other relatively simple. As previously mentioned, hex functions using the base of 16. This means that for the value 2AA, each place value represents a power of 16. Starting from the right, the first “A” represents the “ones” place, or 16 90175 0 90176. The second “A” from the right represents 16 90175 1 90176, and the 2 represents 16 90175 2 90176.Remember that “A” in hex is equivalent to 10 in decimal. Knowing this information, it is then possible to convert from hex to decimal, as shown below: 90013 90020 90021 90022 EX: 90023 90022 2AA = (2 × 16 90175 2 90176) + (A × 16 90175 1 90176) + (A × 16 90175 0 90176) 90023 90028 90021 90022 90023 90022 = (2 × 256) + (10 × 16) + (10 × 1) 90023 90028 90021 90022 90023 90022 = 512 + 160 + 10 = 682 90023 90028 90173 90012 Converting from decimal to hex is slightly more involved, but uses the same concepts.Refer to the steps and example below. It is important to work through the example provided in conjunction with the listed steps in order to understand the process: 90013 90210 90211 Find the largest power of 16 that is less than or equal to the number to be converted, which will be referred to as X. 90212 90211 Determine how many times the power of 16 found in Step 1 goes into X, and take note of that number. 90212 90211 Multiply the number found in Step 2 by the power of 16 and subtract this value from X.This new value will be referred to as Y. 90216 90211 Note that the number found in Step 2 will be the value written in the place value for the power of 16 that was found. If for example the largest power of 16 was found to be 16 90175 4 90176, and the number in Step 2 found to be 3, the hex value would have the number 3 in its 16 90175 4 90176 place value: 3qrst, where qrst represents the 16 90175 0 through 3 90176 place values. 90212 90225 90212 90211 Repeat Steps 1-3 using Y as the new starting value.Continue the process until 16 is larger than the remaining value, and assign the remainder to the 16 90175 0 90176 place value. 90212 90211 Assign each of the values ​​found in each iteration of Step 2 to its respective place value to determine the hex value. 90212 90233 90020 90021 90022 EX: 90023 90238 Convert decimal 1500 to hex 90023 90028 90021 90022 90023 90022 (1) 90023 90022 Largest power = 16 90175 2 90176 = 256 90023 90028 90021 90022 90023 90022 (2) 90023 90022 256 × 5 = 1280, so (5 × 16 90175 2 90176) 90023 90028 90021 90022 90023 90022 (3) 90023 90022 1500 – 1280 = 220 90023 90028 90021 90022 90023 90022 (4) 90023 90022 16 × 13 = 208, so (13 × 16 90175 1 90176) 90023 90028 90021 90022 90023 90022 (5) 90023 90022 220 – 208 = 12 90023 90028 90021 90022 90023 90022 (6) 90023 90022 16 is larger than 12, so 12 is the value in the 16 90175 0 90176 place value 90023 90028 90021 90022 90023 90022 (7) 90023 90022 1500 = (5 × 16 90175 2 90176) + (13 × 16 90175 1 90176) + (12 × 16 90175 0 90176) 90023 90028 90021 90022 90023 90022 (8) 90023 90022 Remember that 10-15 have letter numerals In hex: 13 = D, and 12 = C 90023 90028 90021 90022 90023 90022 (9) 90023 90022 Therefore the hex value of 1500 is: 90017 5DC 90018 90023 90028 90173 90012 Converting from hex to decimal utilizes the same principles, but is arguably simpler.Multiply each digit in the hex value by its corresponding place value, and find the sum of each result. The process is the same regardless of whether the hex value contains letter numerals or not. 90013 90020 90021 90022 EX: 90023 90238 Convert hex 1024 to decimal 90023 90028 90021 90022 90023 90022 (1) 90023 90022 (1 × 16 90175 3 90176) + (0 × 16 90175 2 90176) + (2 × 16 90175 1 90176) + (4 × 16 90175 0 90176) 90023 90028 90021 90022 90023 90022 (2) 90023 90022 4096 + 0 + 32 + 4 = 4132 90023 90028 90173 90364 Hex Addition 90365 90012 Hex addition follows the same rules as decimal addition with the only difference being the added numerals A, B, C, D, E, and F.It may be convenient to have the decimal equivalent values ​​of A through F handy when performing hex operations if the values ​​have not yet been committed to memory. Below is an example of hex addition. Work through the example, and refer to the text below it for further details. 90013 EX: 90216 90369 90370 90238 90023 90022 90175 1 90176 8 90023 90022 90175 1 90176 A 90023 90022 B 90023 90028 90384 90022 + 90023 90022 90023 90022 B 90023 90022 7 90023 90022 8 90023 90028 90384 90397 90028 90384 90022 = 90023 90022 1 90023 90022 4 90023 90022 2 90023 90022 3 90023 90028 90173 90225 90012 Hex addition involves calculating basic decimal addition while converting between hex and decimal when values ​​larger than 9 (the numerals A through F) are present.In the example above, B + 8 in decimal is 11 + 8 = 19. 19 90414 decimal 90415 is 13 90414 hex 90415, since there is 1 set of 16, with 3 left over. Just like in decimal addition, the 1 carries over to the next column. Hence, the next column works out to be 1 + A (10) + 7 = 18 90414 decimal 90415, or 12 90414 hex 90415. Carry over the 1 to the final column resulting in 1 + 8 + B (11) = 20 90414 decimal 90415, or 14 90414 hex 90415. This yields the result of 1423 90414 hex 90415. 90013 90364 Hex Subtraction 90365 90012 Hex subtraction can be computed much the same way as hex addition; by performing the operation while converting between hex and decimal values.The most significant difference between hex and decimal subtraction involves borrowing. 90017 When borrowing in hex, the “1” that is borrowed represents 16 90414 decimal 90415 rather than 10 90414 decimal 90415. 90018 This is because the column that is being borrowed from is 16 times larger than the borrowing column (the same reason that the borrowed 1 in decimal represents 10). As long as this is noted, and conversions of the letter numerals A-F are done carefully, hex subtraction is not any more difficult than decimal subtraction.Work through the example, and refer to the text below it for further details. 90013 EX: 90216 90369 90370 90238 90023 90022 5 90023 90022 D 90023 90022 90175 1 90176 C 90023 90028 90384 90022 – 90023 90022 90023 90022 3 90023 90022 A 90023 90022 F 90023 90028 90384 90397 90028 90384 90022 = 90023 90022 90023 90022 2 90023 90022 2 90023 90022 D 90023 90028 90173 90225 90012 In the first column on the right of the above example, C, or 12 90414 decimal 90415, is smaller than F, or 15 90414 decimal 90415.As such, it is necessary to borrow from the next column. This reduces the D, to C, and lends 1, or 16 90414 decimal 90415 to the first column. 16 90414 decimal 90415 + 12 90414 decimal 90415 – 15 90414 decimal 90415 – 13 90414 decimal 90415, or D in the first column. The following columns require no borrowing, making the calculations simple. Since 1 was borrowed, C – A = 12 90414 decimal 90415 – 10 90414 decimal 90415 = 2, and 5 – 3 = 2 yielding the final result of 22D. In the case where the number being subtracted is larger than the number being subtracted from, simply change the positions of the numbers, calculate the subtraction, and add a negative sign to the result.If the above example were instead 3AF – 5DC, it would then be written as is, except that the solution would be -22D. 90013 90364 Hex Multiplication 90365 90012 Hex multiplication can be tricky because the conversions between hex and decimal when performing the operations require more effort since the numerals tend to be larger. Having a hexadecimal multiplication table can be helpful (one is provided below) .Otherwise manual conversion between decimal and hex will be necessary for each step.Below is an example of hex multiplication. To the right of the example, each of the multiplication and addition steps are shown. Note that all of the numerals used are hex. Refer to the addition section if necessary. 90013 EX: 90216 90369 90370 90238 90023 90022 90023 90022 F 90023 90022 A 90023 90517 3 × A = 1E; 1 carried to F 90023 90028 90384 90022 × 90023 90022 90023 90022 90023 90022 C 90023 90022 3 90023 90517 3 × F = 2D, + 1 = 2E 90023 90028 90384 90397 90536 90028 90370 90238 90023 90022 2 90023 90022 E 90023 90022 F 90023 90517 C × A = 78; 7 carried to F 90023 90028 90384 90022 + 90023 90022 B 90023 90022 B 90023 90022 8 90023 90022 0 90023 90517 C × F = B4, + 7 = BB 90023 90028 90384 90397 90536 90028 90384 90022 = 90023 90022 B 90023 90022 E 90023 90022 6 90023 90022 E 90023 90028 90173 90225 90364 Hex Division 90365 90012 Long division in hex is identical to long division in decimal, except that the multiplication and subtraction occur in hex.It is also possible to convert to decimal and perform long division in decimal, then convert back once complete. For illustrative purposes, the division example will be calculated entirely in hex. As with multiplication, having a hexadecimal multiplication table (one is provided below) would be convenient while conducting hex division. Below is an example. Note that all numerals in the example are hex. Although no borrowing occurs in the example below, remember that borrowing in hex results in 16 90414 decimal 90415 being borrowed, rather than 10 90414 decimal 90415.Refer to the hex subtraction section for further details. 90013 90012 90591 90013 90364 Hexadecimal Multiplication Table 90365 90016 90596 90013 .90000 Ratio Calculator 90001 90002 Calculator Use 90003 90004 The ratio calculator performs three types of operations and shows the steps to solve: 90005 90006 90007 Simplify ratios or create an equivalent ratio when one side of the ratio is empty. 90008 90007 Solve ratios for the one missing value when comparing ratios or proportions.90008 90007 Compare ratios and evaluate as true or false to answer whether ratios or fractions are equivalent. 90008 90013 90004 This ratio calculator will accept integers, decimals and scientific e notation with a limit of 15 characters. 90005 90016 Simplify Ratios: 90003 90004 Enter A and B to find C and D. (or enter C and D to find A and B) 90019 The calculator will simplify the ratio A: B if possible.Otherwise the calculator finds an equivalent ratio by multiplying each of A and B by 2 to create values ​​for C and D. 90005 90016 Compare Ratios and Solve for the Missing Value: 90003 90004 Enter A, B and C to find D. 90019 The calculator shows the steps and solves for D = C * (B / A) 90005 90004 Enter A, B and D to find C. 90019 The calculator shows the steps and solves for C = D * (A / B) 90005 90016 Evaluate Equivalent Ratios: 90003 90004 Enter A, B, C and D.90019 Is the ratio A: B equivalent to the ratio C: D? The calculator finds the values ​​of A / B and C / D and compares the results to evaluate whether the statement is true or false. 90005 90034 Convert Ratio to Fraction 90035 90004 A part-to-part ratio states the proportion of the parts in relation to each other. The sum of the parts makes up the whole. The ratio 1: 2 is read as “1 to 2.” This means of the whole of 3, there is a part worth 1 and another part worth 2.90005 90004 To convert a part-to-part ratio to fractions: 90005 90040 90007 Add the ratio terms to get the whole. Use this as the denominator. 90019 1: 2 => 1 + 2 = 3 90008 90007 Convert the ratio into fractions. Each ratio term becomes a numerator in a fraction. 90019 1: 2 => 1/3, 2/3 90008 90007 Therefore, in the part-to-part ratio 1: 2, 1 is 1/3 of the whole and 2 is 2/3 of the whole.90008 90049 90034 Related Calculators 90035 90004 To reduce a ratio to lowest terms in whole numbers see our Ratio Simplifier. 90005 90004 To simplify a fraction into a reduced fraction or mixed number use our Simplifying Fractions Calculator. 90005 .90000 Mixed Numbers Calculator 90001 90002 Calculator Use 90003 90004 Do math calculations with mixed numbers (mixed fractions) performing operations on fractions, whole numbers, integers, mixed numbers, mixed fractions and improper fractions. The Mixed Numbers Calculator can add, subtract, multiply and divide mixed numbers and fractions. 90005 90006 Mixed Numbers Calculator (also referred to as Mixed Fractions): 90007 90004 This online calculator handles simple operations on whole numbers, integers, mixed numbers, fractions and improper fractions by adding, subtracting, dividing or multiplying.The answer is provided in a reduced fraction and a mixed number if it exists. 90005 90004 Enter mixed numbers, whole numbers or fractions in the following formats: 90005 90012 90013 Mixed numbers: Enter as 1 1/2 which is one and one half or 25 3/32 which is twenty five and three thirty seconds. Keep exactly one space between the whole number and fraction and use a forward slash to input fractions. You can enter up to 3 digits in length for each whole number, numerator or denominator (123 456/789).90014 90013 Whole numbers: Up to 3 digits in length. 90014 90013 Fractions: Enter as 3/4 which is three fourths or 3/100 which is three one hundredths. You can enter up to 3 digits in length for each the numerators and denominators (e.g., 456/789). 90014 90019 90020 Adding Mixed Numbers using the Adding Fractions Formula 90003 90022 90013 Convert the mixed numbers to improper fractions 90014 90013 Use the algebraic formula for addition of fractions: 90026 a / b + c / d = (ad + bc) / bd 90014 90013 Reduce fractions and simplify if possible 90014 90030 90006 Adding Fractions Formula 90007 90004 \ (\ dfrac {a} {b} + \ dfrac {c} {d} = \ dfrac {(a \ times d) + (b \ times c)} {b \ times d} \) 90005 90006 Example 90007 90004 Add 1 2/6 and 2 1/4 90005 90004 \ (1 \ dfrac {2} {6} + 2 \ dfrac {1} {4} = \ dfrac {8} {6} + \ dfrac {9} {4} \) 90005 90004 \ (= \ dfrac {(8 \ times 4) + (9 \ times 6)} {6 \ times 4} \) 90005 90004 \ (= \ dfrac {32 + 54} {24} = \ dfrac {86} {24} = \ dfrac {43} {12} \) 90005 90004 \ (= 3 \ dfrac {7} {12} \) 90005 90004 1 2/6 + 2 1/4 = 8/6 + 9/4 = (8 * 4 + 9 * 6) / 6 * 4 = 86/24 90005 90004 So we get 86/24 and simplify to 3 7/12 90005 90020 Subtracting Mixed Numbers using the Subtracting Fractions Formula 90003 90022 90013 Convert the mixed numbers to improper fractions 90014 90013 Use the algebraic formula for subtraction of fractions: a / bc / d = (ad – bc) / bd 90014 90013 Reduce fractions and simplify if possible 90014 90030 90006 Subtracting Fractions Formula 90007 90004 \ (\ dfrac {a} {b} – \ dfrac {c} {d} = \ dfrac {(a \ times d) – (b \ times c)} {b \ times d} \) 90005 90006 Example 90007 90004 Subtract 2 1/4 from 1 2/6 90005 90004 1 2/6 – 2 1/4 = 8/6 – 9/4 = (8 * 4 – 9 * 6) / 6 * 4 = -22 / 24 90005 90004 Reduce the fraction to get -11/12 90005 90020 Multiplying Mixed Numbers using the Multiplying Fractions Formula 90003 90022 90013 Convert the mixed numbers to improper fractions 90014 90013 Use the algebraic formula for multiplying of fractions: a / b * c / d = ac / bd 90014 90013 Reduce fractions and simplify if possible 90014 90030 90006 Multiplying Fractions Formula 90007 90004 \ (\ dfrac {a} {b} \ times \ dfrac {c} {d} = \ dfrac {a \ times c} {b \ times d} \) 90005 90006 Example 90007 90004 multiply 1 2/6 by 2 1/4 90005 90004 1 2/6 * 2 1/4 = 8/6 * 9/4 = 8 * 9/6 * 4 = 72/24 90005 90004 Reduce the fraction to get 3/1 and simplify to 3 90005 90020 Dividing Mixed Numbers using the Dividing Fractions Formula 90003 90022 90013 Convert the mixed numbers to improper fractions 90014 90013 Use the algebraic formula for division of fractions: a / b ÷ c / d = ad / bc 90014 90013 Reduce fractions and simplify if possible 90014 90030 90006 Dividing Fractions Formula 90007 90004 \ (\ dfrac {a} {b} \ div \ dfrac {c} {d} = \ dfrac {a \ times d} {b \ times c} \) 90005 90006 Example 90007 90004 divide 1 2/6 by 2 1/4 90005 90004 1 2/6 ÷ 2 1/4 = 8/6 ÷ 9/4 = 8 * 4/9 * 6 = 32/54 90005 90004 Reduce the fraction to get 16/27 90005 90006 Related Calculators 90007 90004 To perform math operations on simple proper or improper fractions use our Fractions Calculator.This calculator simplifies improper fraction answers into mixed numbers. 90005 90004 If you want to simplify an individual fraction into lowest terms use our Simplify Fractions Calculator. 90005 90004 For an explanation of how to factor numbers to find the greatest common factor (GCF) see the Greatest Common Factor Calculator. 90005 90004 If you are simplifying large fractions by hand you can use the Long Division with Remainders Calculator to find whole number and remainder values.90005 90004 Note: 90005 90004 This calculator performs the reducing calculation faster than others you might find. The primary reason is that the code utilizes Euclid’s Theorem for reducing fractions which can be found at The Math Forum: LCD, LCM. 90005 .