The Unitary Method is an important maths concept that helps students solve problems easily. In this article, students will learn that the unitary method finds the value of one unit first, then uses it to find the value of many units.
The Unitary Method is a mathematical method used to find the value of a single unit first and then calculate the value of multiple units.
Also Check: Unitary Method.
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Direct Variation |
The value of multiple units increases with an increase in the number of units. |
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Indirect/Inverse Variation |
The value of multiple units decreases with an increase in the number of units or vice-versa. |
If 5 pens cost ₹50, what is the cost of 1 pen?
Solution:
Cost of 5 pens = ₹50
Cost of 1 pen:
505=10
Answer: ₹10
If 8 notebooks cost ₹240, find the cost of 12 notebooks.
Solution:
Cost of 1 notebook:
2408=30
Cost of 12 notebooks:
30×12=360
Answer: ₹360
A car travels 180 km in 3 hours. How far will it travel in 5 hours?
Solution:
Distance travelled in 1 hour:
1803=60
Distance travelled in 5 hours:
60×5=300
Answer:300 km
If 6 workers can complete a work in 12 days, how many days will 1 worker take?
Solution:
6×12=72
Answer: 72 days
If 15 chocolates cost ₹225, find the cost of 20 chocolates.
Solution:
Cost of 1 chocolate:
22515=15
Cost of 20 chocolates:
15×20=300
Answer: ₹300.
A train covers 420 km in 7 hours. Find the distance covered in 9 hours.
Solution:
Distance covered in 1 hour:
4207=60
Distance covered in 9 hours:
60×9=540
Answer: 540 km
If 12 books cost ₹960, what is the cost of 7 books?
Solution:
Cost of 1 book:
96012=80
Cost of 7 books:
80×7=560
Answer: ₹560
If 9 packets contain 180 biscuits, how many biscuits are there in 15 packets?
Solution:
Biscuits in 1 packet:
1809=20
Biscuits in 15 packets:
20×15=300
Answer:300
A machine produces 250 bottles in 5 hours. How many bottles will it produce in 8 hours?
Solution:
Bottles produced in 1 hour:
2505=50
Bottles produced in 8 hours:
50×8=400
Answer: 400
If 4 meters of cloth cost ₹600, find the cost of 9 meters.
Solution:
Cost of 1 meter cloth:
6004=150
Cost of 9 meters:
150×9=1350
Answer: ₹1350
The unitary method is a technique used to find the value of one unit first and then calculate the value of multiple units.
The unitary method helps solve problems related to cost, speed, time, quantity, and daily-life calculations easily.
In direct variation, when one quantity increases, the other quantity also increases.
Value of one unit=Total valueNumber of units
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