Concept explainers
a.
To find: Maximize popping volume and the maximum volume?
a.
Answer to Problem 79E
Hence, the moisture content that maximizes popping volume is 14.06 and maximum volume is 55.5
Explanation of Solution
Given Information: Hot-air popping is given by the equation
Calculation:
Simplify the equation,
The x -coordinate of the vertex of the parabola of the form
The x- coordinate of the parabola
The x- coordinate represents the moisture content that maximizes the popping volume.
The y -coordinate is,
The y- coordinate represents the maximum volume.
b.
To find: Moisture content maximizes popping volume and the maximum volume?
b.
Answer to Problem 79E
Hence, the moisture content that maximizes popping volume is 13.57 and maximum volume is 44.11
Explanation of Solution
Given Information: Hot-oil popping is given by the equation
Calculation:
Simplify the equation,
The x -coordinate of the vertex of the parabola of the form
The x- coordinate of the parabola
The x- coordinate represents the moisture content that maximizes the popping volume.
The y -coordinate is,
The y- coordinate represents the maximum volume.
c.
To draw: The graphs obtained in parts a and b . What are the domain and range of the function.
c.
Answer to Problem 79E
The domain of the hot-air pumping is
The domain of the hot-oil pumping is
Explanation of Solution
Given Information: Hot-air popping is given by the equation
Hot-oil popping is given by the equation
Calculation:
The graph of the hot-air popping given by the equation
From the graph it is evident that the domain is
The graph of the hot-oil popping given by the equation
From the graph it is evident that the domain is
Chapter 2 Solutions
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