cos^4(pi/8)+cos^4(3 pi/8)+cos^4(5 pi/8)+cos^4(7 pi/8)=3/2 | sin^4(π/8)+sin^4(3π/8)+sin^4(5π/8)+sin

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cos^4 (pi/8) + cos^4 (3pi/8) + cos^4 (5pi/8) + cos^4 (7pi/8) , TRIGO MULTIPLE ANGLE | CBSE XI MATHS

cos^4(pi/8)+cos^4((3pi)/8)+cos^4((5pi)/8)+cos^4((7pi)/8)= | CLASS 11 | Trigonometric functions |...

find the value of the expression "cos^4 (pi/8) + cos^4 (3pi/8) + cos^4 (5pi/8) + cos^4 (7pi/8) " ||

cos^4 π/8 + cos^4 3π/8 + cos^4 5π/8 +cos^4 7π/8 =3/2 #maths #trigonometry

\( \cos ^{4} \frac{\pi}{8}+\cos ^{4} \frac{3 \pi}{8}+\cos ^{4} \frac{5 \pi}{8}+\cos ^{4} \frac{7...

Cos ⁴ (pi/8) + Cos ⁴ (3 pi/8) + Cos⁴(5 pi/8) + Cos ⁴ (7 pi/8) = 3/2 @EAG

〖cos〗^4 π/8+〖cos〗^4 3π/8+〖cos〗^4 5π/8+〖cos〗^4 7π/8=

The value of expression: \( \cos ^{4} \frac{\pi}{8}+\cos ^{4} \frac{3 \pi}{8}+\cos ^{4} \frac{5 ...