a. (120, 2√2°)
b. (2√2, 120)
c. (2√2, 120°)
d. (120, 2√2)
r = √(x^2 + y^2)
r = √[ (-√(2)^2 + (√6)^2]
r = √[2 + 6]
r = √(8)
r = √(4 * 2)
r = 2√(2) answer//
solving its Angle
tan(θ) = y/x
tan(θ) = √(6)/-√2
tan(θ) = - √(3)
tan⁻¹(θ) = - 60° + 180° = 120° answer//
Answer is c. (2√2, 120°)
We are in Q2,
R = root( 2 + 6) = root 8 or 2 * root(2)
cos theta = root(2) / 2 root(2) theta = 2pi/3 or 120
So the answer is 2√2 , 120
32rg
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Verified answer
r = √(x^2 + y^2)
r = √[ (-√(2)^2 + (√6)^2]
r = √[2 + 6]
r = √(8)
r = √(4 * 2)
r = 2√(2) answer//
solving its Angle
tan(θ) = y/x
tan(θ) = √(6)/-√2
tan(θ) = - √(3)
tan⁻¹(θ) = - 60° + 180° = 120° answer//
Answer is c. (2√2, 120°)
We are in Q2,
R = root( 2 + 6) = root 8 or 2 * root(2)
cos theta = root(2) / 2 root(2) theta = 2pi/3 or 120
So the answer is 2√2 , 120
32rg