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The domain is for x is ({{{-infinity}}},{{{infinity}}}) b){{{g(x)=log((x+3))}}} The log function has a limitation that the expression in the parentheses must be greater than ...
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so, the domain would be {{{-4}}} to {{{+ infinity}}} (0 is allowed) Interval notation [{{{-4}}}, {{{infinity}}}) b){{{g(x)=2x+1/x-3 }}} Answer: denominator cannot be ...
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7. Intermediate Algebra Problems With Answers - sample 4
The domain of f is given by the interval [0 , + infinity). b) g(x) = | x |. The absolute value of a real number x is either positive or zero for x = 0, hence | x | ≥ 0.
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10. Re: Proof of Dirichlet's Test for convergence of given integral
that f is continuous on [a, infinity). (b) g(x) is monotonic on [a, +oo) and lim g(x) = 0, when x -> +oo, then the integral from a to +oo of (f(x)*g(x))dx is convergent."
