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what can restrict domain and range in a radical functions graphing them
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well, even roots cannot be applied to negative values
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I'm doing graphs/domain/range of basic functions. I have three questions:
How do I find the domain and range of a function? (more
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suppoe f is a function with domain [1,3]and range[2,5]?
define functions g and h by g(x)=3f(x)and h(x)=f(4x) what is domain and
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how do i find the domain and range of equations?
example: f(x)=ab.solute value of x-3. f(x)=square root 36-x^2 g(x)=-2x+2. how
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Find the domain of the following functions.
1. y= radical(x-3) - radical(x+3) 2. y= [radical(2x-9)] / 2x+9 3. y= radical(x^2 - 5x
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