mixture: integration using substitution method

Showing posts with label integration using substitution method. Show all posts

Tuesday, January 17, 2017

integral of 1 / 6{ [ x^(1/2)+ x^(1/3) ] } using substitution

integral of 1 / 6{ [ x^(1/2)+ x^(1/3) ] } using substitution

here the lcm of 2 and 3 is 6

PAGE 1 BASIC INTEGRATION

PAGE 2 INTEGRATION BY SUBSTITUTION

PAGE 3 INTEGRATION BY COMPLETION OF SQUARES

PAGE 4 INTEGRATION BY PARTS

PAGE 5 INTEGRATION BY MANIPULATION OF NUMERATOR IN TERMS OF DENOMINATOR

PAGE 6 INTEGRATION USING PARTIAL FRACTIONS

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integral of 1 / { x*sqrt[ax-x^2]} using substitution

integral of 1 / { x*sqrt[ax-x^2]} using substitution

method is put x = (a/t) ; dx = [-a / (t^2) ] dt

replace x and dx in the given equation and simplify as shown below

mixture

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Tuesday, January 17, 2017

integral of 1 / 6{ [ x^(1/2)+ x^(1/3) ] } using substitution

integral of 1 / { x*sqrt[ax-x^2]} using substitution

SAT Mixture & Concentration Problems: The Easy Method That Works

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