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Show that "cos"^(-1) 4/5+"sin"^(-1) 15/1...

Show that `"cos"^(-1) 4/5+"sin"^(-1) 15/17=(pi)/2+"cos"^(-1)84/85`

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Show that "sin"^(-1) (3)/(5) -"sin"^(-1)(8)/(17) ="cos"^(-1)(84)/(85) .

Show that sin^(-1) . 3/5 + sin^(-1) . 15/17 = pi - sin^(-1) . 84/85

Show that sin^(-1) . 3/5 + sin^(-1) . 15/17 = pi - sin^(-1) . 84/85

Show that "sin"^(-1)3/5-"sin"^(-1)8/17="cos"^(-1)84/85

Show that "sin"^(-1)3/5-"sin"^(-1)8/17="cos"^(-1)84/85

Show that "sin"^(-1)3/5-"sin"^(-1)8/17="cos"^(-1)84/85

Show that "sin"^(-1)3/5-"sin"^(-1)8/17="cos"^(-1)84/85

Prove statement "sin"^(-1) 3/5+ "sin"^(-1) 8/17="cos"^(-1) 36/85

Prove that sin^(-1) . 3/5 - sin ^(-1) . 8/17 = cos^(-1) . 84/85