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khalidalrasheedi2025
03.12.2019 •
Mathematics
Plot the point (3, 2pi/3), given in polar coordinates, and find other polar coordinates (r, θ )of the point for which the following are true.
(a) r> 0, -2 pi < 0
(b) r < 0, 0 < 2 pi
(c) r > 0, 2 pi < 4 pi
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Ответ:
(a)![(3, -\frac{4\pi}{3})](/tpl/images/0400/3512/22584.png)
(b)![(-3, \frac{5\pi}{3})](/tpl/images/0400/3512/932a5.png)
(c)![(3, \frac{8\pi}{3})](/tpl/images/0400/3512/fc161.png)
Step-by-step explanation:
All polar coordinates of point (r, θ ) are
where, θ is in radian and n is an integer.
The given point is
. So, all polar coordinates of point are
(a)![r0,-2\pi\leq \theta](/tpl/images/0400/3512/f2cad.png)
Substitute n=-1 in
, to find the point for which
.
Therefore, the required point is
.
(b)![r](/tpl/images/0400/3512/db5ea.png)
Substitute n=0 in
, to find the point for which
.
Therefore, the required point is
.
(c)![r0,2\pi \leq \theta](/tpl/images/0400/3512/9497d.png)
Substitute n=1 in
, to find the point for which
.
Therefore, the required point is
.
Ответ:
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