For each statement below, circle T if the statement is true, or F if the statement is false. T F a) When the function f(x) = x² is transformed to y=-f(x), there is one T F T F T F T F invariant point. b) For the function y = -f(2x-6), there is a horizontal translation right 6 units. c) An asymptote is a line that a curve approaches, but never touches. d) A vertical line is a relation, but not a function. e) Horizontal and vertical translations are always completed first when applying transformations to any function.

Q: Which graph represents the function y = 3cos x -1? (A) (B) 3 3 -1 -2 90 180 270 360 -1 90 180 -2 -3…

A: The graph for y=3cosx-1 is B. Amplitude : 3 Period : π  Phase shift :  none  Vertical shift : -1…

Q: Enable Zoom/Pan -3 domain and range for the relation in interval notation. Domain: Range:

A: Topic:- Function

Q: 1) The equation x² – y² = 36 implicitly defines the function y(x). We are interested in y(-8) > 0.…

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Q: 4. Given the function fx)={x+3} -5 complete the following: a) Graph f(x). (1.5A) b) Write an…

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Q: Use the graph of the relation to identify the domain and range. y=xl-3 19 Ay OA. domain: (-00, 00)…

A: The given  relation is y=x-3 and its graph is given. We have to find its domain and range.

Q: 1) y = 4cos 30 2) y = 3sin 0 2

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Q: Which function results when the graph of the function y = 6 is translated 2 units to the right and 1…

A: The solution is given as