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Mathematics, 26.09.2019 17:10 isabeltorres5
Consider the following function f defined over r:
r f(x) = ( log(x) · cos(x) x > 0 0 x ≤ 0 (6)
(a) determine whether f is one-to-one.
(b) determine whether f is onto.
(c) determine whether f is total.
(d) determine ranges for x and y so that f is total but not one-to-one.
(e) determine ranges for x and y so that f is one-to-one, onto, and total.
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You know the right answer?
Consider the following function f defined over r:
r f(x) = ( log(x) · cos(x) x > 0...
r f(x) = ( log(x) · cos(x) x > 0...
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