(Recall that 1 g. = 1 gram = 1000 milligrams, and 1 kg. = 1 kilogram = 1000 grams.) Suppose the production matrix is 250 260 240 50 40 60 20 10 0 How many kilograms of each ingredient is required to make 23000 units of regular, 39000 units of classic, and 44000 units of sea salt? 26452.0 26450.0 26450.0 26452.0 (A) 5349.0 (B) 5349.0 (C) 5351.0 (D) 5351.0 849.0 851.0 849.0 851.0 26450.0 26452.0 26452.0 26450.0 (E) 5350.0 (F) 5349.0 (G) 5351.0 (H) 5351.0 850.0 851.0 849.0 851.0
(Recall that 1 g. = 1 gram = 1000 milligrams, and 1 kg. = 1 kilogram = 1000 grams.) Suppose the production matrix is 250 260 240 50 40 60 20 10 0 How many kilograms of each ingredient is required to make 23000 units of regular, 39000 units of classic, and 44000 units of sea salt? 26452.0 26450.0 26450.0 26452.0 (A) 5349.0 (B) 5349.0 (C) 5351.0 (D) 5351.0 849.0 851.0 849.0 851.0 26450.0 26452.0 26452.0 26450.0 (E) 5350.0 (F) 5349.0 (G) 5351.0 (H) 5351.0 850.0 851.0 849.0 851.0
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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(b) How many units of each product should the company make in order to use up
exactly 217500.0 kilograms of potato, 37300.0 kilograms of salt, and 32400.0 kilo-
grams of sour cream?
26. Suppose a company makes three kinds of chips: regular, classic, and sea salt. The
ingredients in the products are potato, salt, and sugar.
# units regular
# units classic
# units sea salt
# g. potato
r2 = # g. salt
r3 = # g. sugar
(Recall that 1 g. = 1 gram = 1000 milligrams, and 1 kg. = 1 kilogram = 1000 grams.)
Suppose the production matrix is
250 260 240
50
40
60
20
10 0
How many kilograms of each ingredient is required to make 23000 units of regular,
39000 units of classic, and 44000 units of sea salt?
26452.0
26450.0
26450.0
26452.0
(A)
5349.0
(B)
5349.0
(C)
5351.0
(D)
5351.0
849.0
851.0
849.0
851.0
26450.0
26452.0
26452.0
26450.0
(E)
5350.0
(F)
5349.0
(G)
5351.0
(H)
5351.0
850.0
851.0
849.0
851.0
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