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I got stuck at the equation 3.55 from Goldstein's Classical Mechanics textbook. Problem 6. From the Goldstein's Classical Mechanics textbook, starting from equation (3.65) derive

I got stuck at the equation 3.55 from Goldstein's Classical Mechanics textbook.

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Problem 6. From the Goldstein's Classical Mechanics textbook, starting from equation (3.65) derive equation (3.67) by showing explicitly all the math steps. Starting from eq. 3.65 dr - 2mpz + E derive eq . 3. 67 + = 2 ( tan { + } tan ? ) since angular momentum, 1 , is conserved : 1 = mr'w = mr" do at dt = mr2 I de now recall eg 3.55 * = mk 12 ( 1 + 1 + 2ERE MK - Cos ( 0 - 0 ' ) ) mk r = - 1 + 1 1 + 2Ex CO MK2 Cos ( 0-0' ) mk / HECoS (0-0') = m Firm Cos (0- 0') combine w/ to get eq. 3. 66 1 + ecos ( 0 - 0')2

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