1) Graph
Answer:
Step-by-step explanation:
The given equations are
x(θ) = 2Cosθ
y(θ) = 5Sinθ
Interval = [0, π]
We would substitute values between 0 and π for θ in both equations. We have
θ x(θ) = 2Cosθ y(θ) = 5Sinθ
0 2Cos(0) = 2 5Sin(0) = 0
π/6 2Cos(π/6) =√3 5Sin(π/6) = 2.5
π/3 2Cos(π/3) = 1 5Sin( π/3) = 5√3/2
π/2 2Cos(π/2) = 0 5Sin( π/2) = 5
2π/3 2Cos(2π/3) = - 1 5Sin( 2π/3) = 5√3/2
5π/6 2Cos(5π/6) = - √3 5Sin( 5π/6) =