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The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How?
Verified Answer
The amount of petrol in a tank is twice of that in another tank.If we ...
Let the amount of petrol in second tank be x
hence in the first tank,it will be 2x
account to the question
2x-25=x+25
x=50
the amount of petrol in second tank =50
hence in the first tank,it will be 100
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Most Upvoted Answer
The amount of petrol in a tank is twice of that in another tank.If we ...
Given information:
The amount of petrol in one tank is twice that of another tank.
Let's assume:
Let's assume the amount of petrol in the first tank is x liters. Therefore, the amount of petrol in the second tank would be 2x liters.
Step 1: Drawing out 25 liters from the first tank:
If we draw out 25 liters from the first tank, the remaining amount of petrol in the first tank would be x - 25 liters.
Step 2: Adding 25 liters to the second tank:
If we add the 25 liters that we drew out from the first tank to the second tank, the amount of petrol in the second tank would become 2x + 25 liters.
Step 3: Equalizing the amount of petrol in both tanks:
According to the given condition, if we draw out 25 liters from the first tank and add it to the second tank, the amount of petrol in both tanks will be the same.
Therefore, we can equate the remaining amount of petrol in the first tank (x - 25) with the amount of petrol in the second tank after adding 25 liters (2x + 25).
x - 25 = 2x + 25
Step 4: Solving the equation:
Let's solve the equation to find the value of x.
x - 25 = 2x + 25
Subtract x from both sides of the equation:
x - x - 25 = 2x - x + 25
-25 = x + 25
Subtract 25 from both sides of the equation:
-25 - 25 = x + 25 - 25
-50 = x
Therefore, the amount of petrol in the first tank is -50 liters. However, since it is not possible to have a negative amount of petrol, this solution is not valid.
Conclusion:
From the given information and calculations, we can conclude that there is no valid solution for the amount of petrol in each tank. Therefore, the answer provided (50 liters) is incorrect.
The amount of petrol in one tank is twice that of another tank.
Let's assume:
Let's assume the amount of petrol in the first tank is x liters. Therefore, the amount of petrol in the second tank would be 2x liters.
Step 1: Drawing out 25 liters from the first tank:
If we draw out 25 liters from the first tank, the remaining amount of petrol in the first tank would be x - 25 liters.
Step 2: Adding 25 liters to the second tank:
If we add the 25 liters that we drew out from the first tank to the second tank, the amount of petrol in the second tank would become 2x + 25 liters.
Step 3: Equalizing the amount of petrol in both tanks:
According to the given condition, if we draw out 25 liters from the first tank and add it to the second tank, the amount of petrol in both tanks will be the same.
Therefore, we can equate the remaining amount of petrol in the first tank (x - 25) with the amount of petrol in the second tank after adding 25 liters (2x + 25).
x - 25 = 2x + 25
Step 4: Solving the equation:
Let's solve the equation to find the value of x.
x - 25 = 2x + 25
Subtract x from both sides of the equation:
x - x - 25 = 2x - x + 25
-25 = x + 25
Subtract 25 from both sides of the equation:
-25 - 25 = x + 25 - 25
-50 = x
Therefore, the amount of petrol in the first tank is -50 liters. However, since it is not possible to have a negative amount of petrol, this solution is not valid.
Conclusion:
From the given information and calculations, we can conclude that there is no valid solution for the amount of petrol in each tank. Therefore, the answer provided (50 liters) is incorrect.
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The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How?
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The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How? for Class 7 2024 is part of Class 7 preparation. The Question and answers have been prepared according to the Class 7 exam syllabus. Information about The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How? covers all topics & solutions for Class 7 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How?.
The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How? for Class 7 2024 is part of Class 7 preparation. The Question and answers have been prepared according to the Class 7 exam syllabus. Information about The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How? covers all topics & solutions for Class 7 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The amount of petrol in a tank is twice of that in another tank.If we draw out 25 litres from first and add it to other,the amount of petrol in both the tanks will be the same.Find the amount of petrol in each tank now? Answer 50 litres How?.
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