Mathematics, 09.11.2019 07:31 unruhlsY25
You are given the function f(x)=1/x^2+10. f(x) is concave up whenever: a. x^2β10 is negative. b. 3x^2β10 is positive. c. 3x^2+10 is negative. d. x^2+10 is negative.^ e. 3x^2β10 is negative. f. 3x^2+10 is positive. f(x) is concave down whenever: a. 3x^2β10 is negative. b. 3x^2+10 is positive. c. x^2β10 is negative. d. 3x^2+10 is negative. e. x^2+10 is negative. f. 3x^2β10 is positive. the points of inflection of f(x) are the same as: a. the zeros of 3x^2+10. b. the zeros of 3x^2β10. c. the zeros of x^2β10. d. the zeros x^2+10.
Answers: 3
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You are given the function f(x)=1/x^2+10. f(x) is concave up whenever: a. x^2β10 is negative. b. 3x...
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