🔴If Cos(inv)x + Cos(inv)y +Cos(inv)z = pi. Then Prove | x²+y²+z²+2xyz=1 | | Inverse Trigonometry |.

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👉If Cos(inv)x + Cos(inv)y +Cos(inv)z = pi. Then Prove | x²+y²+z²+2xyz=1 | | Inverse Trigonometry | 👉If Cos(inv)x + Cos(inv)y +Cos(inv)z = pi. Then Prove | x²+y²+z²+2xyz=1 | | Inverse Trigonometry |
If cos-¹ x + cos-¹ y + cos-¹ z= π then prove that x2+ y2 + z2+2xyz= 1! CBSE/BSEB|| JEE/NDA. If cos-¹ x + cos-¹ y + cos-¹ z= π then prove that x2+ y2 + z2+2xyz= 1! CBSE/BSEB|| JEE/NDA.
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