If x=p sec θ and y=q tan θ , then x²q²−y²p²=pq ?? #trigonometyclass10 #mathsclass10

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3. If x = p sec θ + q tan θ and y = p tan θ + q sec θ, then prove that x2 – y2 = p2 – q2. 3. If x = p sec θ + q tan θ and y = p tan θ + q sec θ, then prove that x2 – y2 = p2 – q2.
If x=ptanθ + qsecθ and y=psecθ + qtanθ then prove that x²-y²=q²-p² / Trigonometry Identities If x=ptanθ + qsecθ and y=psecθ + qtanθ then prove that x²-y²=q²-p² / Trigonometry Identities
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