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25. Given a = 400 ft and b = 300 ft and the measure of angle A is twice the measure of angle B, solve the triangle. In the case that there is only one triangle which satsifies the given information leave the information for the second trangle (A2) blank. You may round the side to the nearest tenth of a foot and the angle to the nearest degree. B C = and a 400, b = 300, c= C= and a = 400, b = 300,- A1: A= 42: A BE 26. Find the polar coordinates of (-2/3,2). 27. Find the rectangular coordinates of (-3,5). 28. Convert x = 14 to a polar equation that expresses in terms of . 14 ATE BT since) sin) 14 Ετα D None of through ®. co (20 29. Convert 16 sin() to a rectangular equation. (x+8)2 + y = 64 (1-8)2 + y2 - 64 z?+(-8)2 = 64 © (x+8) + y2 = 16 **+ (y + 8) = 16 2+(-8)2 = 16 12+(+8)= 64 (3-8) + y2 - 16 None of through . + 30. Convert sin(0) - 10 to a rectangular equation 31. Convert r?cos(20) - 1 to a rectangular equation. 32. Convert ? - Ty to a polar equation that expresses in terms of . 33. Convert cos(+) = 5 to a rectangular equation. 34. Determine whether t = 4 cos() is symmetric about the a) polar axis, b) the line 8 - 5 and/or e) about the pole. Place a check in the appropriate box. Yes No Symmtery Test Inconclusive a) polar axis b) 8- c) pole 35. Write - 1 - 1 in polar form (ie, trigonometric form).