If `10s in^4alpha+15cos^4alpha=6` , find the value of `27cos e c^6alpha+8s e c^6alpha` .

If 10sin^4alpha+15cos^4alpha=6 , find the value of 27cos e c^6alpha+8s e c^6alpha .

If 10sin^(4)alpha+15cos^(4)alpha=6, find the value of 27cos ec^(6)alpha+8sec^(6)alpha

If 10 sin^4 alpha+15 cos^4 alpha=6 , find the value of 27 cosec^6 alpha+ 8 sec^6 alpha .

If 10sin^4 alpha+15 cos^4 alpha=6, then find the value of 27 cosec^6 alpha+8sec^6 alpha.

If 10sin^4 alpha+15 cos^4 alpha=6, then find the value of 27 cosec^6 alpha+8sec^6 alpha. .......... A) 125 B) 250 C) 50 D) 75

If 10sin^(4)alpha+15cos^(4)alpha=6, then find the value of 27cos ec^(6)alpha+8sec^(6)alpha.

If 15sin^4alpha+10cos^4alpha=6 then find the value of 8cosec^6alpha+27sec^6alpha .

If 10sin^4 alpha +15cos^4alpha=6 then the value of 9cosec^4 alpha + 8 sec^4 alpha-75 is

If 15 sin^(4)alpha+10cos^(4)alpha=6 , then the value of 8 cosec^(6)alpha+27 sec^(6)alpha is

If 15 sin^(4)alpha+10cos^(4)alpha=6 , then the value of 8 cosec^(6)alpha+27 sec^(6)alpha is