CHAPTER 9. INTEGRAL CALCULUSÅ~å=ÄÉ=ÅçãéìíÉÇ=Äó=ñ=ñ(ìIî)I=ó=ó(ìIî)=áåíç=íÜÉ=ÇÉÑáåá-
íáçå=çÑ=oK==
=
mçä~ê=`ççêÇáå~íÉë=
ñ=êÅçëθI=óK===êëáåθ
=
=
Figure 195.
=
açìÄäÉ=fåíÉÖê~äë=áå=mçä~ê=`ççêÇáå~íÉë=
qÜÉ=aáÑÑÉêÉåíá~ä=ÇñÇó=Ñçê=mçä~ê=`ççêÇáå~íÉë=áë==
()
()
θ= θ
∂ θ∂
= ÇêÇ êÇêÇ
êIñIó
ÇñÇó K===
iÉí=íÜÉ=êÉÖáçå=o=áë=ÇÉíÉêãáåÉÇ=~ë=ÑçääçïëW=
MI=≤Ö()θ ≤ê≤Ü(θ) α≤θ≤βI=ïÜÉêÉ=β−α≤OK==π
qÜÉå==() ( )
()()∫∫ ∫∫
βαθθ= θ θ θÜo ÖÑK=ñIóÇñÇó ÑêÅçë Iêëáå êÇêÇ=