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12 Nov 2019
Let f(x) = (x + 8)^2 + 4. Find the largest value of a so that f is one to one on the interval (-infinity, a]. a = ___________ Consider f on the domain the interval(-infinity, a] and let g be the inverse of the function f. Give the domain and the range of the function g. The domain is the interval __________ and the range is the interval ________________. help (intervals) Give a formula for the function g. g(x) = ___________________ help (formulas)
Let f(x) = (x + 8)^2 + 4. Find the largest value of a so that f is one to one on the interval (-infinity, a]. a = ___________ Consider f on the domain the interval(-infinity, a] and let g be the inverse of the function f. Give the domain and the range of the function g. The domain is the interval __________ and the range is the interval ________________. help (intervals) Give a formula for the function g. g(x) = ___________________ help (formulas)
Jean KeelingLv2
18 Oct 2019