How do you convert the polar coordinate ( 11.3991 , -0.5856 )into cartesian coordinates?

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How do you convert the polar coordinate ( 11.3991 , -0.5856 )into cartesian coordinates?

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Answer 1 · 2016-03-03T07:24:44

$x = 9.49979$ $x=9.49979$ and $y = - 6.30028$ $y=-6.30028$

Explanation:

From the given data $r = 11.3991$ $r=11.3991$ and $θ = - 0.5856$ $theta=-0.5856$ radian

$x = r cos θ$ $x=r cos theta$
$x = 11.3991 \cdot cos (- 0.5856)$ $x=11.3991*cos (-0.5856)$ make sure your calculator is set to angle in radian mode

$x = 9.49979$ $x=9.49979$

~~~~~~~~~~~~~~~~~~~~~~~~~
also
$y = r \cdot sin θ$ $y=r*sin theta$
$y = 11.3991 \cdot sin (- 0.5856)$ $y=11.3991*sin (-0.5856)$ make sure your calculator is set to angle in radian mode
$y = - 6.30028$ $y=-6.30028$

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How do you convert the polar coordinate ( 11.3991 , -0.5856 )into cartesian coordinates?

1 Answer

Explanation:

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