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Find all polar coordinates of point P = (9, 75°).?
That is in polar form already. The first number is the radius (distance from the origin), and the 2nd number is the angle (in degrees). Perhaps they want (9, 75° + k*360°), where k is an integer. For each 360°, you have rotated a full circle, and are pointing in the same direction as the original. You could also have (-9, 255° + k*360°). Think of it as facing at 255° (which is a half-circle around from 75°), but then you move backwards 9 units.
PDF POLAR COORDINATES – uplifteducation.org – 1 POLAR COORDINATES Polar coordinate system: a pole (fixed point) and a polar axis (directed ray with endpoint at pole). rectangular coordinates ⇒ polar coordinates polar coordinates ⇒ rectangular coordinates N=√ T2+ 2 U, 𝜃= P T= N K O𝜃 U= N O𝑖𝜃 The angle, θ, is measured from the polar axis to a line that passes through the point and the pole.You can put this solution on YOUR website! Below is your polar point plotted. It is on the circle with radius r=7, and which makes an angle of with the right side of the x-axis. Now it is quite obvious that we can add any multiple of 2p to that and get the same point in the first quadrant. So the point could also have coordinates: , when n is any integer However what is not so obvious is thatAnswer to: Find all polar coordinates of point P = (9, 75 degrees). By signing up, you'll get thousands of step-by-step solutions to your homework…
SOLUTION: Find all polar coordinates of point P where P – Find all polar coordinates of point P = (9, 75°). – 12360914Find all polar coordinates of point P = (9, 75°). can you please show me your steps? 🙂 thanks!Find all polar coordinates of point P = (9, 75°).? I understand how to do the polar form -> cartesian form and cartesian->polar, but how can you do this with degrees that are not even on the unit circle.
Find all polar coordinates of point P = (9, 75 degrees – EX 2 Find the polar coordinates for this point. (-2, 2) 4 EX 3 Find three other ways to represent the polar coordinates for this point. There are an infinite number of ways to write the same point in polar coordinates. The point (2,π/4) has other names. (-3, 2π/3) 5How do you find all polar coordinates of point #P# where #P =(9, (2pi)/3)#? Precalculus Polar Coordinates The Polar Coordinate System. 2 AnswersFind the rectangular coordinates of the point with the polar coordinates (8, 3 divided by 2 pi). 4. Find all polar coordinates of point P where P = (9,pi divided by 5).