Page 227 - 1300 Math Formulas

CHAPTER 8. DIFFERENTIAL CALCULUS

8.6 Applications of Derivative

=
cìåÅíáçåëW=ÑI=ÖI=ó=
mçëáíáçå=çÑ=~å=çÄàÉÅíW=ë==
sÉäçÅáíóW=î=
^ÅÅÉäÉê~íáçåW=ï=
fåÇÉéÉåÇÉåí=î~êá~ÄäÉW=ñ=
qáãÉW=í=
k~íìê~ä=åìãÄÉêW=å=
=
=
825. sÉäçÅáíó=~åÇ=^ÅÅÉäÉê~íáçå=
ë = Ñ () í =áë=íÜÉ=éçëáíáçå=çÑ=~å=çÄàÉÅí=êÉä~íáîÉ=íç=~=ÑáñÉÇ=

ÅççêÇáå~íÉ=ëóëíÉã=~í=~=íáãÉ=íI==
î = ë = ′ Ñ () í ′ =áë=íÜÉ=áåëí~åí~åÉçìë=îÉäçÅáíó=çÑ=íÜÉ=çÄàÉÅíI=
ï = î = ′ ë = ′′ Ñ ( ) í ′ ′ =áë=íÜÉ=áåëí~åí~åÉçìë=~ÅÅÉäÉê~íáçå=çÑ=
íÜÉ=çÄàÉÅíK==
=
826. q~åÖÉåí=iáåÉ=
ó − ó = ( Ñ′ M ) ( ñ ñ − M )ñ =
M
=

217