If `cosA, sinA, cotA` are in G.P. then the value of `tan^6A-tan^2A` is

If cos A,sin A,cot A are in G.P.then the value of tan ^(6)A-tan^(2)A is

cosA, sinA, cotA are in GP then tan^(6) A - tan^(2) A =

If cosA, sinA, cotA are in geometric progression, then the value of tan^6 A- tan^2 A is: यदि cosA, sinA, cotA ज्यामितीय श्रेणी में है, तो tan^6 A- tan^2 A का मान क्या होगा ?

If sin A,cosA and tan A are in G.P. then cot^6A-cot^2A is equal to

If sinA = cosA , find the value of 2 tan^(2)A+sin^(2)A-1 .

If sinA, cosA and tanA are in G.P., then cos^(3)A+cos^(2)A=?

If tan theta=(sinA-cosA )/(sinA+cosA) , then the value of sin A +cos A will be

If cosA=0.6 , find the value of 5sinA-3tan A.

If A lies in second quadrant and 3tanA+4=0, then the value of 2cotA-5cosA+sinA is equal to