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let f(x)=sr9xand g(x)=x-5. whats the smallest number ofthe domain of (f0g)?
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The answer is 5. fog is just the function g(x0 substitued to the x of f(x) thus, \[fog = \sqrt{9(x-5)}\] then find the least value of x that can be substituted that is, what can make the thing inside the square root real. This the thing inside must be at least 0 therefore\[9(x-5)\ge0 \] then \[x \ge 5\]
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