Given the function state the x values of the holes and vertical asymptotes:
(x2-x) / (x2-1)
VA: x = -1
Hole @ x = 1
Given theta = π/3 radians, state the angle in degrees
theta = 60º
Given the function state the x values of the holes and vertical asymptotes:
(x2 +x -2) / (x3 -2x2 -3x)
VA: x = 0, 3, -1
Given theta = 270º, state an equivalent theta in radians
theta = 3π/2
Given the function state the x values of the holes and vertical asymptotes:
(x3 -3x2 -x +3) / (x2 +3x -4)
Hole @ x= 1
VA: x = -4
Given theta =-670º, given an equivalent theta in radians between 0 and 2π
theta = 50º = 5π/18 radians
Given the function state the x values of the holes and vertical asymptotes:
(x4 -13x2 +36) / (x2 -x -6)
Hole @ x = -2, 3
Given theta = -8π / 3, state an equivalent theta between 360º and 720º
theta = -480º = 600º
Given the function state the x values of the holes and vertical asymptotes:
(x3 - 5x2 -2x +24) / (x3 +3x2 +2x)
VA: x = -1, 0
Hole @ x = -2
Given theta = -4π/3, give a unique theta (between 0 and 2π) that has an equivalent sine value.
theta = π/3