If sin theta + sin square theta =1 than find the value of cos square + cos power 4 theta
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than find the value of cos square + cos power 4 theta
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Given that,
sin²∅ + sin∅ = 1
To prove :- cos²∅ + cos⁴∅ = 1
Proof :-
Here we are given
sin²∅ + sin∅ = 1
But we know that sin²∅ + cos²∅ = 1
So we can equate them
=> sin²∅ + sin∅ = sin²∅ + cos²∅
=> sin∅ = sin²∅ + cos²∅ - sin²∅
=> sin∅ = cos²∅
Now we know that, cos²∅ = sin∅
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