Find the amplitude and the period of the function:
1/2 ; 2pi
Find the amplitude and the period of the function:
4; 2pi /3
Find the amplitude and the period of the function:
5; pi
Find the amplitude and the period of the graph:
3; 2pi
Find the period of the given function:
4
Find the Interval of One Cycle:
[ 0 , pi]
Find the Interval of One Cycle:
[ pi/4, 9pi / 4 ]
Find the Interval of One Cycle:
[ -pi/2, pi/2 ]
Find the five key points of the following function
(-pi/2 , undef) , (-pi/4 , 1) , (0 , 0) , (pi/4 , -1) , (-pi/2 , undef)
Determine whether the function is even, odd.
Odd
Determine whether the function is even, odd.
Even
Determine whether the function is even, odd.
Odd
Let f(x) = sin x; Describe the transformation of g(x).
Horizontal shrink by a factor of 1/3 ; and vertical stretch by a factor of 4.
Let f(x) = sin x; Describe the transformation of g(x).
Horizontal shrink by a factor of 1/2, then shifted pi/3 units to the left, and vertical shrink by a factor of 1/3 then shifted 4 units up. by
Let f(x) = cos x; Describe the transformation of g(x).
shifted pi/2 units to the right , vertically stretched by a factor of 2; and reflected over the x-axis.
