What is unitary method in maths?

**Unitary method is**a**method**by which we can find**the**value of one unit from**the**value of many units and**the**value of many units from**the**value of one unit. It**is**a**method**that we use for**the**majority of**the**calculations**in**Mathematics. You will find this**method**helpful while solving problems on ratio and proportion, geometry, algebra etc.

Unitary Method (Types, Formula & Problems)

**Direct Variation Inverse Variation**The method is used for evaluating the price of a good. It is used to find the time taken by a vehicle or a person to cover some distance in an hour. It is used in business to determine profit and loss. 12 workers finish a job in 20 hours.- Introduction to Unitary Method
- Steps to Use Unitary Method
- Types of Unitary Method
- Uses of Unitary Method
- Use of Unitary Method in Ratio and Proportion
- Things to Remember

[Click Here for Sample Questions] Procedure of finding value of single unit by using value of multiple units and then finding value of multiple units using value of single units

**is**referred to as**Unitary Method**. Recognizing values and units**is**important while using**unitary method**to solve a problem. For**example**: If 3 pencils cost 9 rupees, how much...**Unitary method**has two steps. It includes using division andmultiplication. Let us take an**example**for better understanding. Suppose 5 notebooks cost 150 rupees. How much will 7 notebooks cost? Let us first note**the**information we have. We know that 5 notebooks cost 150 rupees. Step 1:First, we have to find cost of one notebook. We can do that by d...[Click Here for Sample Questions] There are 2 variations of

**unitary method**: Direct Variation and Indirect Variation.**Unitary method**has many practical applications**in**different areas ranging from price, distance, speed, time etc. Some of**the**most common applications of**unitary method**are: 1. Profit and loss**in**business**is**determined using**unitary method**. 2. Price of a good can be evaluated using this**method**. 3. It helps**in**finding**the**number of people needed to f...Unitary method is also used to find the ratio of one quantity in relation to another. For example:

**Income of Rakesh is 12000 per month**and**yearly income of Mahesh is**191520. They spend a total**of**9960 every month; find the ratio of their savings using the unitary method. Savings of Rakesh per month = 12000 – 9960 = 2040 Rupees Yearly income of Mahe...**Unitary method is the**process of finding**the**value of single unit by using value of multiple units and then finding**the**value of multiple units using value of single units.There are 2 variations of**unitary method**: Direct Variation and Indirect Variation.When increase or decrease**in**one quantity leads to increase or decrease (respectively)**in**another quantity, it**is**direct variation.When there**in**an increase**in**value of one quantity,**the**value of another quantity decreases. When there**is**a decrease**in**value of one quantity,**the**value of another quantity increases. This**is**indi...People also ask

What is unitary method in maths?

How to solve the unknown using the unitary method?

What is the difference between direct variation and unitary method?

What is a unitary ratio in math?

For example,

**if a car runs 44 km on 2 litres of petrol then we can use the unitary method to find out the kilometres it will cover on 1 litre of petrol.**In other words, the method by which we find out the value of one unit and further use it to find the value of multiple units is known as the unitary method.- Rohan buys 1 dozen bananas for 60 rs. Then
**what is the**cost of single banana. And**what is the**cost of 18 bananas. Ans: Here, 1 dozen bananas means 12 bananas. - Rima working
**in**IT company and she get yearly 5 lakh package.**What is**her monthly payment? Ans:**The**one year has total months 12. Hence, 12 months = 4,00,000. - If
**the**cost of 7 apple**is**140. Then**what is the**cost of 12 apple? Ans: Here, cost of 7 apple = 140. Cost of one apple = 140/7 = 20. Hence,**the**cost of 12 apple = 12*20 = 240. - Sachin went to book shop and taken 7 copies of science book for his classmates also. He had given 560 Rs to shopkeeper. Then how much rupees will he receive from his each friend.

- Rohan buys 1 dozen bananas for 60 rs. Then
- Ratio Proportion and Unitary Method
- Types of Unitary Method
- Direct Variation
- Indirect Variation
- Unitary Method For Time and Work
- Unitary Method Questions
- Worksheet on Word Problems on Unitary Method
- Real-Life Applications of Unitary Method
- Solved Examples – Unitary Method Formula
- Summary

We use the unitary method to find the ratio of one quantity with respect to another quantity. To understand the concept of the unitary method formula in ratio and proportion, let us take an example. Example:

**Akash’s income is \\(₹20000\\) per month,**and**that of Arjun is \\(₹360000\\) per annum.**If the**monthly expenditure of each**of them is \\(₹10000\\) p...**In the unitary method**,**the**value of a unit quantity**is**found first to calculate**the**value of**the**different number of units. It has two types of variations. 1. Direct Variation 2. Inverse Variation Practice Exam Questions**In the**direct variation, an increase**in**one quantity will cause an increase**in**another quantity; similarly, a decrease**in**one quantity will cause a decrease**in**another quantity. For instance, if**the**number of goods increases, their cost also increases. Also,**the**amount of work done by one person will be less than**the**amount of work done by a group ...It

**is the**inverse of direct variation. Similar to inversely proportional. If**the**value of one quantity increases, then**the**value of another quantity decreases. For**example**, if we increase**the**speed, then we can cover**the**distance**in**less time. So,**with**an increase**in**speed,**the**time will decrease.Let’s take an example to understand the unitary method formula for time and work. \\(“A”\\) finishes his job in \\(15\\) days, while \\(“B”\\) takes \\(10\\) days. In how many days will the same job be done if they work together? If \\(A\\) takes \\(15\\) days to finish his job then, \\(A’\\)s \\(1\\) day of job \\(= \\frac{1}{{15}}\\) Similarly, \\(B’\\)s \\(1\\) day of...

\\(10\\) workers finish a job**in**\\(20\\) hours. How many workers are required to finish**the**same work**in**\\(15\\) hours?If the annual rent of a house is \\(₹294000\\), calculate the rent of \\(8\\) months.If \\(85\\) pages weigh \\(17\\,{\\rm{g}},\\) calculate**the**weight of \\(180\\) pages.If \\(5\\) buses can carry \\(300\\) people, find out**the**total number of people which \\(8\\) buses can carry.Word problems on

**the unitary method**formula**with the**combination of questions on direct and indirect variation. 1.\\(6\\) farmers harvest**the**crops**in the**field**in**\\(10\\) hours. How many workers are required to do**the**same amount of work**in**\\(18\\) hours? 2.\\(3\\) men or \\(2\\) women can earn \\($192\\)**in**a day. Find**the**earning of \\(7\\) men and \\(5\\) wo...**The unitary method is**very much helpful**in**solving various problems that we come across**in**our day-to-day life. Some of**the**real-life applications of**the unitary method**are: 1. To find**the**speed of a vehicle for a given distance, if**the**speed and distance are given**in**different quantities. 2. To find**the**number of men required to complete a given a...(Includes

**Unitary Method**Problems and**Unitary Method**Questions for Competitive Exams) Q.1. Rupali can type \\(540\\) words**in**\\(30\\) minutes. How many words will she able to type**in**\\(20\\) minutes**with the**same efficiency? Ans: Number of words typed**in**\\(30\\,\\min = 540.\\)**The**number of words typed**in**\\(1\\;{\\rm{min}} = \\frac{{540}}{{30}} = 18\\) Theref...Unitary method in maths is a method by which we can find the value of one unit from the value of many units and the value of many units from the value of one unit. It is a method that we use for the majority of the calculations in Mathematics. You will find this method helpful while solving problems on ratio and proportion, geometry, algebra etc. H...

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**method**generally involves finding the value of a unit in the given terms, using which the value of the given quantity of units can be calculated. The following**example**will help you understand the terms ‘unit’ and ‘value’. You buy 7 juicy apples from your local grocery shop. The shopkeeper puts up an offer of purchasing 10 apples ...