How do you find two solutions of the equations $csctheta=(2sqrt3)/3$ ?

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How do you find two solutions of the equations $csctheta=(2sqrt3)/3$ ?

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Answer 1 · 2017-01-09T05:58:35

$pi/3 + 2kpi$
( $2pi)/3 + 2kpi$

Explanation:

$csc t = 1/(sin t) = (2sqrt3)/3$ -->
$sin t = 3/(2sqrt3) = sqrt3/2$
Trig table and unit circle gives:
$t = pi/3$ , and $t = (2pi)/3$
General answers:
$t = pi/3 + 2kpi$
$t = (2pi)/3 + 2kpi$

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How do you find two solutions of the equations $csctheta=(2sqrt3)/3$ ?

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How do you find two solutions of the equations csctheta=(2sqrt3)/3csctheta=(2sqrt3)/3?

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Explanation:

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How do you find two solutions of the equations $csctheta=(2sqrt3)/3$ ?