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Question 1. For the questions i to iv. the matrices stated are: (The marks for each question are shown in brackets at the end of each question)
i) Determine B x C (3)ii. Calculate the determinant of D. (5)iii. Determine Adjoint of B (7)iv. Calculate inverse of A (10)
Question 2. Linear relationship is a prescribed mathematical formula to represent relationship between values of .v and y on a graph. Evaluate the calculation methodology of finding each term consists in linear relationship formula by giving an explanatory example of calibration line and linear relationship equation in graphical representation form.
Question 3. Plot a separate graph for each following polynomial equations from the values of x which lie in the range x = -3 to x = S. Determine trendline in the graph with liner relationship formula with values shown up to six decimal points.
i. y= 163√x + 7x2 - 3x3 + x - 9
ii. y = x3 - 3x2 + 7x - 3√x + 15
Question 4. Prove the statement of: De Moivre's Theorem
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In the solution file the size of the latter is by 12 and the type of font style used is times new roman. The math type software has used for the clear description of the calculation terms and the symbol representations. All the variables and symbols used in the solution have clearly defined. The symbols used in the solution are of its standards meaning and based on the question file. The variables used in the solution are clearly defined. Hope it will help you in your assignment."
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