Problem Set in Graphical Solution, Assignments of Industrial Engineering

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OrDOND, PRINCESS AYEESHAL le -19 PI : : ROBIN SET: Graphical lution 4 LP GQ marine 2= sx 4 Vy Niet 4p. Kt Ly Zito Xt y £0 X-ty £0 x do uzo NIV STEP 3. 3 Obtain the carner-paints oF athe qeasibte region Aton 1 Teeth 144 L008 xen Alte Bitinatinweted She ek gye Foy. for, oN yet xt tne 0-20 ~(Xeluz)- Kea) + 260 tht Finks (08), > yd ve ad yen mee Find 4 pina tition, Object Fitcion + maize 2 » $4.4 iby = Ss paint 2: (at) guint 3. (Oi) et) +10) [> 600 Xo opal sth, So os ee (objective Function) — SOLATION: Clon straints) ATEPY, Delermine le Ugprdlinakes for te grap. Atty 2p ip xe0 5 ip ye POINT | POINT 2 @4e2yeuo —-xgneyeiy = AP O20 y] &o 0 24. wv KEI z ye be (0,40) and (12020) B. x4y £G0 WP ASD 5 ip yzo Z POINT | thing Or y= 60 xtve Dy v5 : yee KE WO c (0,60) and ( (60,0) Ne ip x50 \ Ip yeo O-dy=0 X-aly=0 oe yo x fy) yg WE th ace > (0)0) ond 0,0) STEP 2: Pome constraints by Using tte Coordinates, RERION | Toure, THe waximum salve of ste objectie, anction (2) is oppeximakly WOO at point 3 (0s4d). This means that 4c optimal wolutinn to tte gobiem is at Pint 3 de 0) Y= to) and maximum Z = G00-