MAT133Y1 Lecture 26: MAT Week13
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15 10 t 2. 25w 2m15min try_ If t 2. 25 co t 2. 25 is a max for at 2. 25hr. te. co 7. 75hr. 1 translate wordprobleminto afunction to be maximized in a singlevariablefun z apply 1st derivative test atisthefunctionf whatdoes fdependon. Howtoreduceto i only egboinghas to max fuel tank is a box of height. Im with length l andwidth w tor activation reason the sumof all sides is at most ll m whatdesignshould you use. 1 21 v 1 t w l we3 htt w 11 e 111 w 10 w v c10 w w. N 102w w 5 e gcompanyaproduces a productwhoseprice. Astheceoofthiscompanyhowwouldyoumax profit isprofit f price quantity cost demand arerelated via p price 40029 is c 0. 29 4. 4 apply 1stden test gsolve i 92 13x 6 0 f zqsq ozq. lt 4. _flying rate integrate f less regular f aite. Remark conceptual distinction l anti_derivative t aprior a integration. Q if f 0 is it truethat fconst.
