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Identical expressions
(one + two *cos(y)^ two /sin(y)^ two)/sin(y) = zero
(1 plus 2 multiply by co sinus of e of (y) squared divide by sinus of (y) squared ) divide by sinus of (y) equally 0
(one plus two multiply by co sinus of e of (y) to the power of two divide by sinus of (y) to the power of two) divide by sinus of (y) equally zero
(1 + 2*cos(y)2/sin(y)2)/sin(y) = 0
1 + 2*cosy2/siny2/siny = 0
(1 + 2*cos(y)²/sin(y)²)/sin(y) = 0
(1 + 2*cos(y) to the power of 2/sin(y) to the power of 2)/sin(y) = 0
(1 + 2cos(y)^2/sin(y)^2)/sin(y) = 0
(1 + 2cos(y)2/sin(y)2)/sin(y) = 0
1 + 2cosy2/siny2/siny = 0
1 + 2cosy^2/siny^2/siny = 0
(1 + 2*cos(y)^2 divide by sin(y)^2) divide by sin(y) = 0
Similar expressions
(1 - 2*cos(y)^2/sin(y)^2)/sin(y) = 0
(1 + 2*cos(y)^2/sin(y)^2)/sin(y) = 0 equation
+ equation
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The unknown in the equation:
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Numerical solution:
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