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A fence enclosure consists of a rectangle of length L and width 2R, and a semicircle of radius R, as shown in Figure 1. The enclosure is to be built to have an area of 1600 m2. The ratio between 2R and L should be within the range of 0.3< 2R/L < 0.6 . The cost of various fence materials is listed in the following table:
Material A ($/m)
Material B ($/m)
Material C ($/m)
Material D ($/m)
Material E ($/m)
Material F ($/m)
Curved portion
120
122
130
136
140
142
Straight portion
128
(Same materials will be used for both curved and straight portions.)
Develop a Matlab program to find the minimum total cost for the fence. A resolution of 0.01 m for the values of R and L is required. A report should be completed to show problem formulation, programming procedure and result discussions.
Figure: The diagram of the fence enclosure.
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This assignment deals with the combination of dynamic memory allocation and structures to create a common data structure known as a doubly-linked list, which is shown in Figure 1.
Plot way forms for the following modulation schemes using Mathlab: a) 2 ASK b) BFSK c) BPSK 4 ASK
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Illustration of script: For illustration, we will now generate a script known as script1.m which calculates area of the circle. It assigns a value for the radius, and then com
have any code
program
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Compute the result: To compute the area, the formula is required. In this situation, the area of the circle is π multiplied by the radius squared. Therefore, that means the va
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