Asked by Ashley
I figured out problems 1-7, arithmetically (thank you all for the help on that) But not number 8:
f(x)=5/x , g(x)=7/(x+7)
#7). Find (f/g)(x)
Answer ==> [5(x+7)]/[7x]
#8). Find the domain of (f/g)(x). (enter your answer using interval notation)
f(x)=5/x , g(x)=7/(x+7)
#7). Find (f/g)(x)
Answer ==> [5(x+7)]/[7x]
#8). Find the domain of (f/g)(x). (enter your answer using interval notation)
Answers
Answered by
Steve
#8 the domain is all real numbers except 0 and -7
While the domain of [5(x+7)]/[7x] excludes only 0, (f/g)(x) requires evaluating both f and g, and since g(-7) is not defined, neither is (f/g)(-7)
While the domain of [5(x+7)]/[7x] excludes only 0, (f/g)(x) requires evaluating both f and g, and since g(-7) is not defined, neither is (f/g)(-7)
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