A Treatise On the Differential And Integral Calculus And On the Calculus of Var

Cover A Treatise On the Differential And Integral Calculus And On the Calculus of Var
A Treatise On the Differential And Integral Calculus And On the Calculus of Var
Edward Courtenay
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Given x -\- y ■\- z i=. <: to="" find="" the="" values="" of="" rr="" y="" and="" z="" when="" cos="" arcos="" a="" maximum.="" regarding="" x="" as="" independent="" variables="" function="" we="" obtain="" by="" differentiating="" t="" with="" respect="" successively.="">+!=«■ ^"^ '+!=« (!)• But since it ■=. Maximum, log u = log cos X -\- log cos y + log cos z = maximum, ((/ locr u\ dz — r- — ) = — tan X — tan 2 -7- = 0, dx I dx (d]o2, u\ dz ^ .
and I — r^— ) =r — tan y — tan 2 -- = 0.
\ dy J ^ dy or, by replacing -- and — by their values derived from equa> tions (1).
— tan x + tan 2 = 0, — tan y + tan g = 0, 1 • . Tan X = tan z = tan y, and x = y=z=-'Jir.
o 3I /'V 1 4. To find the greatest rectangular parallelopipedon which can be inscr
...<: to="" find="" the="" values="" of="" rr="" y="" and="" z="" when="" cos="" arcos="" a="" maximum.="" regarding="" x="" as="" independent="" variables="" function="" we="" obtain="" by="" differentiating="" t="" with="" respect="" successively.="">ibed in a given ellipsoid.
Let a, h, and c, be the semi-axes of the ellipsoid, x, y, and z^ tbp co-ordinates of one of the vertices of the parallelopipedon.
136 DIFFERENTIAL CALCULUS.
Then 2x, 2y, and 2z, are the three edges of the parallelopipedon, alid, therefore, 2x .


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