Class 10 Exam > Class 10 Questions > Customers are asked to stand in the lines. If...
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Customers are asked to stand in the lines. If one customer is extra in a line, then there would
be two less lines. If one customer is less in line, there would be three more lines. Find the
number of customers.
?
be two less lines. If one customer is less in line, there would be three more lines. Find the
number of customers.
?
Most Upvoted Answer
Customers are asked to stand in the lines. If one customer is extra in...
Understanding the Problem:
The problem states that if there is one extra customer in a line, then there would be two less lines, and if there is one less customer in a line, there would be three more lines. We need to find the number of customers based on this information.
Solving the Problem:
Let's assume the total number of customers is x.
Scenario 1: One Extra Customer
If there is one extra customer in a line, then there would be two less lines. This means that if we decrease the total number of lines by 2, we should have one extra customer in a line. So, the new total number of lines would be x - 2, and the number of customers in each line would be x + 1.
Scenario 2: One Less Customer
If there is one less customer in a line, then there would be three more lines. This means that if we increase the total number of lines by 3, we should have one less customer in a line. So, the new total number of lines would be x + 3, and the number of customers in each line would be x - 1.
Equating the Scenarios:
Now, we can set up two equations based on the scenarios mentioned above:
1. x - 2 = x + 1
2. x + 3 = x - 1
Solving the Equations:
By solving the above equations, we can find the value of x, which represents the total number of customers.
Conclusion:
By solving the equations, we can determine the number of customers that satisfy the given conditions in the problem.
The problem states that if there is one extra customer in a line, then there would be two less lines, and if there is one less customer in a line, there would be three more lines. We need to find the number of customers based on this information.
Solving the Problem:
Let's assume the total number of customers is x.
Scenario 1: One Extra Customer
If there is one extra customer in a line, then there would be two less lines. This means that if we decrease the total number of lines by 2, we should have one extra customer in a line. So, the new total number of lines would be x - 2, and the number of customers in each line would be x + 1.
Scenario 2: One Less Customer
If there is one less customer in a line, then there would be three more lines. This means that if we increase the total number of lines by 3, we should have one less customer in a line. So, the new total number of lines would be x + 3, and the number of customers in each line would be x - 1.
Equating the Scenarios:
Now, we can set up two equations based on the scenarios mentioned above:
1. x - 2 = x + 1
2. x + 3 = x - 1
Solving the Equations:
By solving the above equations, we can find the value of x, which represents the total number of customers.
Conclusion:
By solving the equations, we can determine the number of customers that satisfy the given conditions in the problem.
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Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.?
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Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? for Class 10 2024 is part of Class 10 preparation. The Question and answers have been prepared according to the Class 10 exam syllabus. Information about Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? covers all topics & solutions for Class 10 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.?.
Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? for Class 10 2024 is part of Class 10 preparation. The Question and answers have been prepared according to the Class 10 exam syllabus. Information about Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? covers all topics & solutions for Class 10 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.?.
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Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.?, a detailed solution for Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? has been provided alongside types of Customers are asked to stand in the lines. If one customer is extra in a line, then there wouldbe two less lines. If one customer is less in line, there would be three more lines. Find thenumber of customers.? theory, EduRev gives you an
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