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(3+4cos4a+cos8a)/(3-4cos4a+cos8a)=ctg⁴2a;
(3+4cos4a+cos8a)/(3-4cos4a+cos8a)=
(2+4cos4a+2cos²4a)/(2-4cos4a+2cos²4a)=
2(1+2cos4a+cos²4a)/2(1-2cos4a+cos²4a)=
(1+cos4a)²/(1-cos4a)²=
(2cos²2a/2sin²2a)²=
(ctg²2a)²=
ctg⁴2a.
ctg⁴2a=ctg⁴2a.
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Answers & Comments
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(3+4cos4a+cos8a)/(3-4cos4a+cos8a)=ctg⁴2a;
(3+4cos4a+cos8a)/(3-4cos4a+cos8a)=
(2+4cos4a+2cos²4a)/(2-4cos4a+2cos²4a)=
2(1+2cos4a+cos²4a)/2(1-2cos4a+cos²4a)=
(1+cos4a)²/(1-cos4a)²=
(2cos²2a/2sin²2a)²=
(ctg²2a)²=
ctg⁴2a.
ctg⁴2a=ctg⁴2a.