RD Sharma Class 7 Solutions Chapter 10 - Unitary Method (Ex 10.1) Exercise 10.1 - Free PDF
Free PDF download of RD Sharma Class 7 Solutions Chapter 10 - Unitary Method Exercise 10.1 solved by Expert Mathematics Teachers on Vedantu.com. All Chapter 10 - Unitary Method Ex 10.1 Questions with Solutions for RD Sharma Class 7 Maths to help you to revise the complete syllabus and score more marks. Register for online coaching for IIT JEE (Mains & Advanced) and other Engineering Entrance Exams.
The PDF for RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1 are made available here for download. The students can easily make a difference in their study pattern by referring to these solutions. RD Sharma knows how to play with the minds of the students and hence introduced different concepts accordingly. Vedantu website consists of the RD Sharma Solutions just to make sure that the students are following the correct Method while studying. The problems in this Exercise are all that a student needs to practice for getting good marks along with extensive knowledge about the Chapter. Hence, let's have a look at the concepts discussed in the Chapter:
Definition of Unitary Method - in which the value of one unit is found from the value given from the number of articles and then used to ascertain the value of the required number of articles.
Overview of RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1
The students will get to know about the Unitary Method which refers to a simple technique of multiplying and dividing quantities and numbers where an answer can be delivered for proper understanding in RD Sharma Solutions Class 7 Chapter 10.
It consists of only one Exercise where the calculation of answers of cost and quantities of objects. This includes the recap when the cost and quantities are acquired in places on the other side of the equation when they change sides. Inverse proportionality is also included in the Unitary Method where one quantity increases and the other quantity is decreased. Objective type questions are also there which need the application of the Unitary Method to ascertain the correct answer.
Features of RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1
Following are some features of the RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1 that the students must consider before solving the PDF RD Sharma Solutions:
Exceptionally simple and comprehensive solutions
Prepared and curated according to the latest CBSE board curriculum guidelines.
Available at free of cost across the internet including Vedantu which is the best website for downloading the PDF.
Helps the students in concept building and developing problem-solving skills.
FAQs on RD Sharma Class 7 Solutions Chapter 10 - Unitary Method (Ex 10.1) Exercise 10.1
1.What is the Unitary Method in RD Sharma Solutions Class 7 Chapter 10 Unitary Method?
The Unitary Method is a calculation that helps the students to find the unit's value first and then the value of a required number of units. For Example, a motorbike is required to run 200 km with 20 litres of diesel. To know how much it will run on 10 litres of diesel a student needs to try and identify the units and values.
KM = Unknown (RHS)
Number of litres of fuel = Known (LHS)
According to the problem,
20 litres = 200 km
1 litre = 200/20
10 litres = (200/20) *10
Hence the motorbike will run 100km on 10 litres of petrol.
2.How can you download the RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1?
Despite millions of websites providing the RD Sharma Solutions Class 7 Chapter 10 Unitary Method, the most relying one is Vedantu. A student aiming to attain high-Class marks in the Exams must refer to the RD Sharma Solutions from Vedantu. You can easily refer to the website and search for what you require. The hassle-free download of the PDF solutions is allowed. Download the PDF from the Vedantu website and enjoy solving the problem sums without any doubt. It will ensure that you are facing no doubt in the cost and quantity sums which will ensure future success.
3.Discuss some of the major applications of the RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1?
Unitary Method is a very crucial Chapter for the students to learn as it benefits the students till eternity. Following are some of the applications of the Unitary Method which will teach the students some major real-life uses of the same:
The price of a good is evaluated from the Method of the Unitary Method. It serves as an accurate Method to solve the problem sums.
Big businesses involve the usage of the Unitary Method to ascertain the profit and loss.
It helps in calculating the time required by a person or a vehicle to cover some distance in a given unit of time.
4.What are the benefits of studying from Vedantu the RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1?
The Vedantu experts involve usage of the present-day techniques and conceptual problem-solving skills with easy analysis of the sums to ensure that the students go through the curriculum in minimum time.
The RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1 gives the students enough window for performing well by preparing in the Exams with relevant notes and material for their Examination.
RD Sharma Solutions Class 7 Chapter 10 Unitary Method Exercise 10.1 solutions are authentically developed by the Vedantu experts which ensures a very high quality of study
5.What are the two types of Unitary Methods?
The two types of Unitary Method are as follows:
Direct Variation - With direct variations, an increase or decrease in one value will cause an increase or decrease in another value. For Example, an increase in the value of an asset will cost more. Also, the amount of work done by one man will be less than the work done by a group of men. Therefore, if we increase the number of men, the work will increase.
Indirect Variations - It is the opposite of direct variation. When we increase the value, the value of another value decreases. For Example, if we increase the speed, then we can cover the distance in less time. Therefore, with increasing speed, travel time will decrease.