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

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Trigonometry: Given 10 sin^4 alpha + 15 cos^4 alpha = 6 , find 27 cosec^6 alpha + 8 sec^6 alpha Trigonometry: Given 10 sin^4 alpha + 15 cos^4 alpha = 6 , find 27 cosec^6 alpha + 8 sec^6 alpha
if 10 sin ⁴alpha + 15 cos⁴ alpha = 6 then what will be the value of 27 cosec⁶ alpha + 8sec ⁶Alpha if 10 sin ⁴alpha + 15 cos⁴ alpha = 6 then what will be the value of 27 cosec⁶ alpha + 8sec ⁶Alpha
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If `10 sin^4a + 15cos^4a =6`, find the value of `27cosec^6a + 8sec^6a` If `10 sin^4a + 15cos^4a =6`, find the value of `27cosec^6a + 8sec^6a`
If 10 sin ^4α+15 cos ^4α=6 and the value of 9 cosec^4α+8 ^4α is S, then find the value of S/25. If 10 sin ^4α+15 cos ^4α=6 and the value of 9 cosec^4α+8 ^4α is S, then find the value of S/25.
If alpha satisfies 15 sin^(4)alpha + 10 cos^(4)alpha=6, then find the value of 27 sin^(8)alpha +... If alpha satisfies 15 sin^(4)alpha + 10 cos^(4)alpha=6, then find the value of 27 sin^(8)alpha +...