Explanation Given Information: The provided information is that the quantity is changing linearly with time and increases by 10 -units. Consider the provided information that the quantity is changing linearly with time and increases by 10 -units. Consider the definition: If a quantity q is a linear function of time t , then q = m t + b Where the slope m is the measure of rate of change of the quantity q with time and b is the initial quantity (at time t = 0 ). Provided a linear equation q = m t + b , for every 1 -unit change in t the corresponding change in q is m -unit, where m is the slope or rate of change of quantity q . Now, since the quantity increases by 10 -units in the first day, so as the time changes from t = 0 to t = 1 the quantity changes by 10 -units. For a change of 1 -unit time, the quantity changes by 10 -units. Hence the slope m or rate of change of q is 10 -units and the quantity changes by 10 -units on the third day. Consider the following table for the values of x and y that are linearly related

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ISBN: 9781337280426

Author: Stefan Waner, Steven Costenoble

Publisher: Cengage Learning

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Chapter 1.3, Problem 125E

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The behavior of a quantity on the third day that is changing linearly with time and increase by 10-units in the first day.

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Chapter 1.3, Problem 124E

Chapter 1.3, Problem 126E

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The behavior of a quantity on the third day that is changing linearly with time and increase by 10 -units in the first day.

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The behavior of a quantity on the third day that is changing linearly with time and increase by 10-units in the first day.

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