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[Solved] Write an example of two quantities that vary directly in an . . . Consider a car traveling at a constant speed In this case, the distance traveled by the car and the time taken are two quantities that vary directly If the car travels at a constant speed of 60 miles per hour, then in 2 hours, it will cover a distance of 120 miles
Topic 4 DQ 2 . odt - Topic 4 DQ 2 Write an example of two. . . Here’s an example of two quantities that vary directly in an applied situation: Example: Speed and Distance Imagine a car moving at a steady pace In this instance, there is a direct variation between the time taken and the distance driven by the vehicle
SOLUTION: Give a real-life example of two quantities that vary directly. Example: The amount in wages that you make varies directly to the number of hours that you work In other words, if you work more, you earn more (or if you work less, you earn less) In this example, we have two variables: amount made in wages and number of hours worked
10 Direct Variation Real Life Examples - The Boffins Portal For example, the number of cupcakes you can prepare from a recipe will vary directly with the number of ingredients you use If your recipe gives measurements for 10 cupcakes and you want to make 20 cupcakes You will have to double your ingredients in order to get more cupcakes
Direct Variation (video lessons, examples and solutions) For example, a worker may be paid according to the number of hours he worked The two quantities x (the number of hours worked) and y (the amount paid) are related in such a way that when x changes, y changes proportionately such that the ratio \ (\frac {y} {x}\) remains a constant
examples of two quantities that vary directly in an applied Direct variation occurs when two quantities increase or decrease in tandem, maintaining a constant ratio Here are two applied examples: Situation: A car travels at a constant speed Quantities: Distance traveled and time taken
Write a example of two quantities that vary directly in an applied . . . So, in this applied situation, the distance traveled and the amount of gasoline consumed vary directly, and you can use the constant of variation (efficiency) to estimate the gasoline consumption based on the distance you plan to travel