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Examples: Inverse Proportions(Part 1) Video Lecture - Class 8

FAQs on Examples: Inverse Proportions(Part 1) Video Lecture - Class 8

1. What are inverse proportions?
Ans. Inverse proportions are mathematical relationships where the product of two variables is constant. As one variable increases, the other variable decreases in a predictable manner.
2. How can inverse proportions be represented graphically?
Ans. Inverse proportions can be represented by a hyperbolic curve on a graph. The curve starts at a high value and gradually decreases as the other variable increases, forming a smooth curve that approaches the x and y-axes but never touches them.
3. What is the formula to calculate inverse proportions?
Ans. The formula to calculate inverse proportions is: x * y = k, where x and y are the two variables and k is the constant of proportionality.
4. Can you give an example of inverse proportion in daily life?
Ans. Yes, an example of inverse proportion in daily life is the relationship between speed and time. When driving, if we increase our speed, the time it takes to reach a destination decreases. On the other hand, if we decrease our speed, the time it takes to reach the destination increases.
5. How can inverse proportions be used in solving real-life problems?
Ans. Inverse proportions can be used in various real-life problems such as calculating the time taken for a task based on the number of workers involved, or determining the amount of ingredients needed for a recipe based on the number of servings required. By understanding inverse proportions, we can make accurate calculations and predictions in everyday situations.
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