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Give two sets of polar coordinates for point E Select all that apply:AB.7x 2,-2 6C.4r 2,3 | DE: 11x 2, 6D2,3) 7r ~2Give two sets of polar coordinates for point F Se...

Question

Give two sets of polar coordinates for point E Select all that apply:AB.7x 2,-2 6C.4r 2,3 | DE: 11x 2, 6D2,3) 7r ~2Give two sets of polar coordinates for point F Select all that applyA_ (-2,0)11x" 2Dc_ (-27) E (2,0)-2,51 6 , 4x 2,3)

Give two sets of polar coordinates for point E Select all that apply: A B. 7x 2, -2 6 C. 4r 2,3 | DE: 11x 2, 6 D 2,3) 7r ~2 Give two sets of polar coordinates for point F Select all that apply A_ (-2,0) 11x" 2 Dc_ (-27) E (2,0) -2,51 6 , 4x 2,3)



Answers

Match each point in polar coordinates with either $A, B, C,$ or $D$ on the graph. $$\left(2, \frac{7 \pi}{6}\right)$$

So noticed that our radius is a value of two. And our angle here is the value of seven pi over six. And so, if we have our polar plane here, if we we know that where our radius is positive gonna start in the right hand side and we want to move in the direction of the unit circle. So we want to move counterclockwise. We're gonna go all the way down 27 pi over six. So notice that this angle is seven pi over six and so are our point. Here is point C. So our solution here is C.

So notice that Yeah. And our thing here is six. That this is a homer way. Have negative. Everyone move in the direction of miserable counterclockwise. 76. We want to move 756 and we're gonna go only up back to first parking. This is a notice that we moved seven pi over six, and so this leaves us to point a

So notice that our radius is value of negative two and R theta is equal to seven pi over six. And so, if this is our polar plane, since our radius is negative, we're going to start on the left hand side. We're gonna move, we're gonna move in the direction of the unit circle. So we're gonna move counterclockwise, and they were gonna move counterclockwise the value of of seven pi over six. And so this leaves us. This leaves us at at pi over six. And so this point is a So this is this solution Here is a or point A

So remember that polar coordinates are written radius. And so we know that our radius is 22 and our angle is equal to this negative 11. We have negative 11. Yes, I remember. If you have the unit circle right here. Well, negative 11. Let me part of Texas before going. We're going this way. Negative six on this way. 11 Part six. So this is this A and a


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