Given the point \((r, \theta) = (8, 3.5)\) in polar coordinates, determine the same point's location in Cartesian coordinates. Your answer must be\naccurate to within three decimal places. The angle is measured in radians.\n\((x, y) = \)\nPreview\nWe recommend that you start off by drawing a diagram. This will help you make sure your answer is reasonable before submitting your solution.\nSubmit\nLicense\nQuestion 3. Points possible: 3\nUnlimited attempts.\nPost this question to forum\nMessage instructor about this question\nGiven the point \((x, y) = (1, 8)\) in Cartesian coordinates, determine the same point's location in polar coordinates. For your answer make sure\nthat \(r \ge 0\) and \(0 \le \theta \le 2\pi\).\n\((r, \theta) = \)\nSome tips\nPreview\n\(\bullet\) Start off by drawing a diagram and do your work on a piece of scratch paper or in your notes. In particular, this will help you determine if\nyour rotation angle has the correct measure.\n\(\bullet\) Your answer must have \(r \ge 0\) and \(0 \le \theta \le 2\pi\).\n\(\bullet\) Remember that the inverse trigonometric functions do not always return the angle measure you need. Before you submit your answer,\ncheck that an angle with the measure you enter terminates in the correct quadrant AND is between 0 and \(2\pi\) radians. Adjust the angle\nmeasure as needed.
