Consider the function f(x) = 4 + x cos x.
Write an equation for :
a) A function g(x) such that the graph of g(x) is the graph of f(x), shifted 3 units to the right and scaled with factor 1 vertically.
b) A function h(x) such that the graph of h(x) is the graph of f(x), compressed by a factor 3 horizontally and reflected about the y-axis.
we are given
(A)
shifted 3 units to the right
we can replace x as x-3
f(x-3)
scaled with factor 1 vertically
1f(x-3)
(b)
f(x), compressed by a factor 3 horizontally
so, we can replace x as 3x
f(3x)
reflected about the y-axis
we can replace x as -x
f(3(-x))
..........Answer
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