When graphing the polar equation r =3 cos(20) as Ø moves from to 3, the radius changes from the graph is in quadrant ♦ ◆ to < and

Use your graphing calculator to convert to polar coordinates expressed in degrees. (Round all values to four decimal places. Let r ≥ 0 and 0° ≤ ? < 360°) (2, −5) (r, ?) =

Match each graph with it's equation type: co (ma + b)sin(5æ) ab" + sin(5x) sin(5x) + mx +b * (ab" )sin(5a) а. b. с. AAAAM d.

For 10.3, we would like to understand some basic idea of polar coordinate and polar equations: 57 3) Plot the points with polar coordinates: (3, ), (– 4, –5), (– 2, 7), (5, –), (1, – 4). 4 rewrite each polar coordinate in another way, where r is the opposite of the original value and theta is between O and 2pi. For example: (3, ) = (- 3,0), 0<0 < 2m 6.