In polar coordinates, the parametric

  1. can someone please explain to me1. When doing parametric curves how do you find concavity (concave up or concave down) 2. When
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    2. Becca asked by Becca
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  2. When reflecting a figure across the y-axis, which coordinate(s) remain the same?(1 point)Responses polar coordinates polar
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  3. In polar coordinates, the parametric equations x=5+cos(t) and y=sin(t) represent a circle1. In Cartesian coordinates, there is a
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    2. Marlen asked by Marlen
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  4. In polar coordinates, the parametric equations x=6+cosθ and y=sinθ represent a circle Γ1. In Cartesian coordinates, there is
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    2. Anonymous asked by Anonymous
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  5. In polar coordinates, the parametric equations x=6+cos(f) and y=sin(f) represent a circle C1. In Cartesian coordinates, there is
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    2. CHRIS asked by CHRIS
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  6. Can anyone direct me to learn more about polar coordinates. I'm in online college course and really am confused. In high school,
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    2. Thomas asked by Thomas
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  7. I have two sets of coordinates:ax, by, cz ex, fy, gz (not using numbers to keep it more generic). I have a right-handed
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    2. Hannelore asked by Hannelore
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  8. I've received an assignment to investigate the polar coordinate system compared to the cartesian one.Theres a question that asks
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    2. BM asked by BM
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  9. How do we diffentiate in between when to use spherical polar coordinates and cylindrical polar coordinates for a transformation
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    2. Aryaa asked by Aryaa
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  10. Use polar coordinates to find the limit. [If (r, θ) are polar coordinates of the point (x, y) with r ≥ 0, note that r → 0+
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    2. Becky asked by Becky
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