sec^(6)theta=tan^(6)theta+3tan^(2)theta sec^(2)theta+1

Prove that following identities sec^(6)theta-tan^(6)theta-3tan^(2)thetasec^(2)theta=1

Prove that following identities sec^(6)theta=tan^(4)theta+3tan^(2)thetasec^(2)theta+1

Prove: sec^6theta=tan^6theta+3tan^2thetasec^2theta+1

x=a sec^(3)theta tan theta,y=b tan^(3)theta sec theta then sin^(2)theta=

x=a sec^(3)theta tan theta,y=b tan^(3)theta sec theta then sin^(2)theta

If sec^(4) theta+ sec^(2) theta = 10 +tan^(4)theta + tan^(2) theta , then sin^(2) theta

If sec^4theta+sec^2theta=10+tan^4theta+tan^2theta, then sin^2theta=

The expression 3sec^2 theta tan^2 theta+ tan^6 theta-sec^6 theta is equal to: व्यंजक 3sec^2 theta tan^2 theta+ tan^6 theta-sec^6 theta किसके बराबर है?

The value of (sec^6 theta-tan^6 theta- 3 sec^2 theta tan^2 theta+1)/(cos^4 theta -sin^4 theta+2 sin^2 theta+2) is: (sec^6 theta-tan^6 theta- 3 sec^2 theta tan^2 theta+1)/(cos^4 theta -sin^4 theta+2 sin^2 theta+2) का मान क्या है ?