Please only focus on
requirement # 2 & show ALL work
Homework Answers
Scenario (a):-
Total Units = 6500 pounds
Sales Value = 6500*2.4 = 15600
Total Cost = 6500*2.3 = 14950
Saving in processing deparment due to discontinuation of Silpol = 1500
Operating income = 15600-14950+1500 = 2150
Scenario (b):-
Units of Silpol = 3500
For 1unit of Silpol 1/4 pound of GR37 required, So for 3500 units of Silpol, 875 pounds (3500*1/4) of GR37 requireed
Remaining Pounds after 3500 units of Silpol = 6500-875 = 5625
| Particulars | GR37 | Silpol |
| Sales | 5625*2.4 = 13500 | 3500*5 = 17500 |
| Less: Costs | 5625*2.3 = 12937.50 | |
| Additional processing cost | 3500*4 = 14000 | |
| Variable Selling Cost | 3500*0.20 = 700 | |
| Operating Income | 562.50 | 2800 |
Total Operating Income = 562.50+2800 = 3362.50
Scenario (c):-
Units of Silpol = 7500
Required pounds of GR37 = 7500*1/4=1875
Balance pounds for GR37 = 6500-1875 = 4625
| Particulars | GR37 | Silpol |
| Sales | 4625*2.4 = 11100 | 7500*5 = 37500 |
| Less: Costs | 4625*2.3 = 10637.50 | |
| Additional processing cost | 7500*4 = 30000 | |
| Variable Selling Cost | 7500*0.20 = 1500 | |
| Operating Income | 462.50 | 6000 |
Total Operating Income = 462.50+6000 = 6462.50
Scenario (d):-
Units of Silpol = 9500
Required pounds of GR37 = 9500*1/4 = 2375
Balance pounds for GR37 = 6500-2375 = 4125
| Particulars | GR37 | Silpol |
| Sales | 4125*2.4 = 9900 | 9500*5 = 47500 |
| Less: Costs | 4125*2.3 = 9487.50 | |
| Additional processing cost | 9500*4 = 38000 | |
| Variable Selling Cost | 9500*0.20 = 1900 | |
| Operating Income | 412.50 | 7600 |
Total Operating Income = 412.50+7600 = 8012.50
Add Answer to:
Please only focus on
requirement # 2 & show ALL work
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Let p(x) = x, 9(x) = 3x3 + (2 - a)x?, r(x) = x3 + 5x2 + ax, and s(x) = 7x3 + x2 + 2x + 5, be four vectors in P3 (the vector space of polynomials of degree 3 or less). Let o denote the zero vector in P3, that is 0(x) = 0x3 + 0x2 + 0x + 0 = 0, for all real x. Find the value(s) of a such...
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show all work and correct answers and matlab codes for positive
rating. A - C, E - F do by hand. D, G-I do in Matlab as
instructions direct. (Show codes and plots for
matlab solutions too!), show the code and plots obtained
for positive rating. Provided below is the Handout 7 equations that
are needed for this problem for use.
1. The state space model of a system is...
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