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If (cos4 α/cos2 β) + (sin4 α/sin2 β) = 1, prove that 

(i) sin4 α + sin4 β = 2 sin2 α sin2 β 

(ii) (cos4 β/cos2 α) + (sin4 β/sin2 α) = 1

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(i) Given (cos4 α/cos2 β) + (sin4 α/sin2 β) = 1

(ii) (cos4 β/cos2 α) + (sin4 β/sin2 α) = 1

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