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PIECEWISE DEFINED FUNCTION INVERSE TIG ROOT FUNCTION y= Sin X y = 3/ X COMBINED : Y = { X : Sin'x, x31: 5x} DOMAIN

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PIECEWISE DEFINED FUNCTION INVERSE TIG ROOT FUNCTION y= Sin X y = 3/ X COMBINED : Y = { X : Sin'x, x31: 5x} DOMAIN : - 15X OR [-1, 0] THE LOWER LIMIT IS DUE to arcsin BEING LIMITED TO RESULTING ANGLES BETWEEN - JI/ 2 AND + JV 2 PADS. THE UPPER IS INFINITE AS ANY POSITIVE REAL NUMBER CAN BE ROOTED. RANGE AGAIN THE LOWER UNIT IS A RESULT OF THE aResin. IN THIS CASE, BECAUSE aresin is LIMITED TO ANGCES BETWEEN - 90 AND 90, THE RESULT OF THE FUNDION IS THAT BAD LIMIT. FOR THE INFINITE UPPER LIMIT, WE CAN RATIONALIZE THAT THE FUNCTION = JX IS EQUIVALENT to Y= X, THIS IS POSSIBLETO FULLFIL WITH ALL REAL NUMBERS

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