Examples of the Processes of the Differential And Integral Calculus

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CHAPTER I.
INTEGRATION OP FUNCTIONS OP ONE VARIABLE.
The fundamental formulae to which all integrals are reduced are the following.
(a) fdx x" = n + 1 except when n = - 1, in which case dx /aw — = log X, X , . r dx . , m ■' in (I) fdx (sec xY - tan x.
246 INTEGRATION OF FUNCTIONS OF ONE VARIABLE.
By simple algebraic transformations we may frequently put an integral into a shape in which one or other of the preceding formulae is at once applicable.
(1) / =_ / = --log (a + 6a?").
^^ J a + hw'' n
...bJ a + bo)" nb ^^ r da) r doc ^ r d{a-x) ^^' J{2aw-x')^^ J {o'-ia-wfY^^' J {ar-{a-wyY^ a — CO x = cos ~ ^ = vers ~ ^ - .
a a dcV , i(x^ + 2ax)^ + cV + a] (^> i(^^T^i = ^^q— ^^ }• ^ ^ J (a* - x')'^ " 2 j {«* - (a^yyi 2 sin ^.
^^ Ja' + x'~ ^J a^ + {wy ~ 2a^ W) ' /' dx X r d {x^ — a^)\ y"^ J {(x^ - a') {W -x')Y^ J {¥ -a^- {x" - a^)\l J a + ox + ex c J = sm dx \ "^2c/ b\^ 40, or

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