Concept explainers
Find the outer dimensions of the tank.
The outer dimension of the tank is
Given:
The holding capacity of rectangular stainless-steel tank is
The tank’s wall is one half inch thick.
Calculation:
It has been given that the tank’s wall is half inch thick.
In feet it should be
Thus,
The inner length of the tank is given by
The inner width of the tank is given by
The inner height of the tank is given by
Therefore, the volume of the tank is given by
The holding capacity of rectangular stainless-steel tank is $89.58$ cubic feet.
Therefore,
Solve it from graphical method.
The x -coordinate of the intersection point is
Therefore, the outer dimension of the tank is
Chapter 2 Solutions
Algebra 2: New York Edition (holt Mcdougal Larson Algebra 2)
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