SOLUTION: Using equation : h(t)=40sin(5π/4 t - π/2)+55
Describe the transformation(s) to y = sint required to produce the graph of
y = h(t).
Sketch the graph of y = h(t) fo
Algebra ->
Trigonometry-basics
-> SOLUTION: Using equation : h(t)=40sin(5π/4 t - π/2)+55
Describe the transformation(s) to y = sint required to produce the graph of
y = h(t).
Sketch the graph of y = h(t) fo
Log On
Question 729868: Using equation : h(t)=40sin(5π/4 t - π/2)+55
Describe the transformation(s) to y = sint required to produce the graph of
y = h(t).
Sketch the graph of y = h(t) for one cycle. Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Using equation : h(t)=40sin(5π/4 t - π/2)+55
Describe the transformation(s) to y = sint required to produce the graph of
y = h(t).
---------------
The amplitude is 40
It's shifted up by the +55
The period = 2pi*(4/5pi) = 1.6 seconds
It's phase shifted right by (pi/2)*(4/5pi)
