
Program Linear 11
Presentation
•
Mathematics
•
11th Grade
•
Medium
Risna Fauzi
Used 2+ times
FREE Resource
7 Slides • 6 Questions
1
Hari ini kita akan membahas soal pada hal 28 mulai no 11 dst
2
Cara mencari nilai maksimum dari fungsi objektif dan titik-titik yang telah ditentukan adalah substitusikan titik-titik tsb pada fungsi objektifnya.
3
Multiple Choice
Jawaban no 11 adalah ...
-31
=16
4
22
32
4
No 12 skip dulu ya.
Seperti no 11, no 13 juga tinggal substitusikan titik-titik pojok ke fungsi objektif
5
Multiple Choice
Jawaban no 13 adalah ...
18
22
24
26
28
6
Hampir mirip dengan no sebelumnya, hanya saja titik-titik pojoknya belum diketahui. Jadi harus digambar dulu, dan dicari dg cara substitusi dan eliminasi
Jadi diperoleh titik-titiknya:
(0,0)
(3,0)
(15/7, 8/7)
(0, 2)
substitusikan ke z = y - 2x + 2
Perhatikan berapa minimumnya dan berapa maksimumnya
7
Multiple Choice
Jawaban no 14 adalah ....
{z∥0≤z≤2}
{z∥−2≤z≤0}
{z∥−4≤z≤4}
{z∥−2≤z≤2}
{z∥4≤z≤13}
8
Seperti no 14. Jadi harus digambar dulu, sbb:
Jadi diperoleh titik-titiknya:
(10, 0)
(14, 0)
(0, 14)
(0, 5)
substitusikan ke x + 3y
Pilih nilai minimumnya
9
Multiple Choice
Jawaban no 15 adalah ...
42
15
14
10
6
10
Maaf
handak balakas
jadi tulis tangan ja
mudahab kawa dibaca.
Hitung a nya ya
11
Multiple Choice
Jawaban no 16 adalah ...
6
8
10
12
16
12
13
Open Ended
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Hari ini kita akan membahas soal pada hal 28 mulai no 11 dst
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