Convert the polar equation to rectangular form and identify the type of curve represented. r=-2 csc 0 Part: 0 / 2 Part 1 of 2 The type of curve represented is a (Choose one)

Write 4x²y = 1 in Polar Form.

2. Determine two different equations (one sine and one cosine) that represent the curve. Explain your thinking with added (-45, 1) annotations. -75 75 (15, -7)

An airplane is flying with a speed of 200 mi/hr in a direction whose slope is 3/4. Plane B, 50 miles due north of plane A, starts in pursuit. plane B, whose speed is 300 mi/hr, always keeps the nose of his pane facing toward A. Find the equation of B's path as observed from A.use both rectangular and polar coordinates.

slicer misses its center by one inch. What is the radius of the circula 217. The point P = (-5, 8) is in the second quadrant. You are used to describing it by location of P by using a different pair of coordinates, P = (r; 0), called polar coordinates. The distance from the origin is r and is an angle in standard position. Calculate polar using the rectangular coordinates -5 and 8. It is also possible to accurately describe the coordinates for P, and notice that there is more than one correct answer. ol [cos 72 - sin 72 and explain why -