Answer:
The domain of the function i.e. [tex]H(w) = \frac{75}{w}[/tex] will be w > 0.
Hence, Domain = D = w > 0
Step-by-step explanation:
In order to find the domain of [tex]H(w) = \frac{75}{w}[/tex], first we need to
make sure that denominator can not be zero. If the denominator is zero then the function will become undefined. So, the denominator i.e w can not have zero value.
Secondly, we are dealing with the function that involves the height (H) and width (w) of a rectangle. Since, height (H) and width (w) can not have minus and zero values.
So, In order to validate the function [tex]H(w) = \frac{75}{w}[/tex], we must have to make sure that the value of width (w) can not have zero as well as negative value. The domain must to have to be anything greater than zero.
So, the domain of the function i.e. [tex]H(w) = \frac{75}{w}[/tex] will be w > 0.
Hence, Domain = D = w > 0
keywords: Domain, function
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