Prove that the following transformations are canonical: (a) P = ¼½ (p² + q²) and Q = tan¯¹(q/p) 1 (b) P =q¹ and Q = pq²

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Prove that the following transformations are canonical: (a) P = ¼½ (p² + q²) and Q = tan¯¹(q/p) 1 (b) P =q¹ and Q = pq²

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Prove That The Following Transformations Are Canonical A P P Q And Q Tan Q P 1 B P Q And Q Pq 1
Prove That The Following Transformations Are Canonical A P P Q And Q Tan Q P 1 B P Q And Q Pq 1 (38.95 KiB) Viewed 39 times
Letter (C) please!
Prove that the following transformations are canonical: (a) P = ¼½ (p² + q²) and Q = tan¯¹(q/p) 1 (b) P =q¹ and Q = pq² (c) 91 = Q1₁ cos X+P₂ sin λ, 92 = Q₂ cos X+P₁ sin λ, p1 for any constant X. = -Q₂ sin λ+P₁ cos λ, p2 = −Q₁ sin λ+P₂ cos X
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