Copy code and plots into document for full credit. MAXIMUM AND MINIMUMS OF FUNCTIONS 1. Find the Maximum of y and the corresponding x value of the function: y--A*(x-10)42 + Bx+C Over the domain x= (0,20), Where: A 10, B - 30, and C- 10

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
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Yes = MATLAB°, Excel Calculators
Copy code and plots into document for full credit.
MAXIMUM AND MINIMUMS OF FUNCTIONS
1. Find the Maximum of y and the corresponding x value of the function:
y= -A*(x-10)^2 + Bx +C
Over the domain x= {0,20), Where: A= 10, 8= 30, and C- 10
Ymax=
Xopt
2. Find the minimum of y and the corresponding x value for the function:
y=A*x*5 -B*x+2+C
Over the domain x= (0,4), Where: A= 1, B = 30, and C= 10
Ymia =
Xopt=
SOLVING SIMULTANEOUS EQUATIONS
3. Solve for xd and x2 using MATLAB
X1 + 2000*X2 = 4000
X1 + 2°X2 = 5
X2
Transcribed Image Text:Yes = MATLAB°, Excel Calculators Copy code and plots into document for full credit. MAXIMUM AND MINIMUMS OF FUNCTIONS 1. Find the Maximum of y and the corresponding x value of the function: y= -A*(x-10)^2 + Bx +C Over the domain x= {0,20), Where: A= 10, 8= 30, and C- 10 Ymax= Xopt 2. Find the minimum of y and the corresponding x value for the function: y=A*x*5 -B*x+2+C Over the domain x= (0,4), Where: A= 1, B = 30, and C= 10 Ymia = Xopt= SOLVING SIMULTANEOUS EQUATIONS 3. Solve for xd and x2 using MATLAB X1 + 2000*X2 = 4000 X1 + 2°X2 = 5 X2
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