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Can someone please tell me when it is appropriate to use functional notation, such as f(x), and when it is not?
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f(x) is just a fancy way of saying y
But how do you write a function of this? 4x^2+100x sq. ft.
I have this question: A gardener has a rose garden that measures 30 feet by 20 feet. He wants to put a uniform border of pine bark around the outside of the garden. Let x be the width of the border in feet. Write an equation for the total area, A, of the border as a function of the width x.
f(x)= 4x^2+100x sq. ft
And I got that as my answer, so would it just be A(x)=4x^2+100x or what?
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Oh so the f(x) is all I need?
should be
Okay, thank you! :D
\[A(x)\]is read as; Area is a function of x
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