(ii) 4 sin’x + 6 cos²x = 5
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Answer:
cos 2∅=5-4sin∅/6
cos²∅=1-sin²∅
1-sin²∅=5-4sin∅/6
-sin²∅=5-4sin∅-5+4sin∅/6
-sin²∅=1/6
sin²∅=-1/6
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- 4sinX + 6 cos ^2 X = 5
- 2(2sinX + 3cos^2X) = 5
- 2sinX + 3cos^2 X = 5/2
- 2sinX + 3( 1 - sin^2X) = 5/2
- 2sinX + 3 - 3sin^2X = 5/2
- sinX (2-3 sinX) = 5/2 -3
- sinX(2-3 sinX) = 5-6/2
- 2-3sinX = -sinX/2
- 2 = -sinX/2+3sinX
- 2 = 2sinX/2
- 2 = sinX
- sinX = 2 (Ans.)
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