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13 Nov 2019
Let f(x) = cot x for x â (0, Ï). Show that f : (0, Ï) â R is strictly
decreasing and determine the domain, range, and the derivative of f-1
5.3.5. Let f(x)-cotz for (0, Ï). Show that f : (0, Ï) â R is strictly decreasing and determine the domain, range, and the derivative of f-1
Let f(x) = cot x for x â (0, Ï). Show that f : (0, Ï) â R is strictly
decreasing and determine the domain, range, and the derivative of f-1
5.3.5. Let f(x)-cotz for (0, Ï). Show that f : (0, Ï) â R is strictly decreasing and determine the domain, range, and the derivative of f-1
Keith LeannonLv2
3 Sep 2019
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Related questions
The graphs of f and g are given
(a) State the values of the functions below.
f(0) =
g(3) =
(b) For what values of x is f(x) = g(x)?
(smaller value)=
(larger value)=
(c) Estimate the solutions of the equation f(x) = -1.
x = ___________ (smaller value)
x = ___________ (larger value)
(d) On what interval is f decreasing?
[ , ]
(e) State the domain and range of f.
| [ , | ] | domain |
| [ , | ] | range |
(f) State the domain and range of g.
| [ , | ] | domain |
| [ , | ] | range |