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Solve the equations: sin 2theta - cos ...

Solve the equations:
`sin 2theta - cos 2 theta - sin theta + cos theta = 0`

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The correct Answer is:
`theta = (2n pi)/(3) - (pi)/(6), " n" in ZZ`
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SURA PUBLICATION-TRIGONOMETRY-EXERCISE 3.8
  1. Find the principal solution and general solutions : sin theta = -(1)/(...

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  2. Find the principal solution and general solutions : cot theta = sqrt(3...

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  3. Find the principal solution and general solutions : tan theta = (-1)/(...

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  4. Solve the equations for which solution lies in the interval 0^(@) lt t...

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  5. Solve the equations for which solution lies in the interval 0^(@) lt t...

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  6. Solve the equations for which solution lies in the interval 0^(@) lt t...

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  7. Solve the equations for which solution lies in the interval 0^(@) lt t...

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  8. Solve the equations: sin 5x - sin x = cos 3x

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  9. Solve the equations: 2 cos^(2) theta + 3 sin theta - 3 = 0

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  10. Solve the equations: cos theta + cos 3theta = 2 cos 2theta

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  11. Solve the equations: sin theta + sin 3theta +sin 5 theta = 0

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  12. Solve the equations: sin 2theta - cos 2 theta - sin theta + cos thet...

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  13. Solve the equations: sin theta + cos theta = sqrt(2)

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  14. Solve the equations: sin theta + sqrt(3) cos theta = 1

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  15. Solve the equations: cot theta + cosec theta = sqrt(3)

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  16. Solve the equations: tan theta + tan (theta + (pi)/(3)) + tan (theta...

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  17. Solve the equations: cos 2theta = (sqrt(5) + 1)/(4)

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  18. Solve the equations: 2 cos^(2)x - 7 cos x + 3 = 0

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