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Consider the following dataset: (20,525) (17,57) (10,19) (9,18) (7,14) (16,41) (3,5) (5,10) (10,23) (12,24) (9,15) (20,571) (18,102) (16,56). Calculate a best fit equation using the Least Squares Method. Now, add 20 to each y-value of the dataset.
Explain what happens to the Least Squares equation in this case. Contrast this with what happens when you multiply each x-value by 2 and then recalcuate the Least Squares equation.
Which of the following would be a valid tensor equation? You should indicate if the equation is valid; and if it is not valid, you should state why.
The average daily price of share of company was Rs 130.The highest and lowest price during the week were Rs 200 and Rs 100. resp.,Find the average daily price when highest and lowest price are not included.
Does multiplication of two imaginary numbers imaginary or real? if i multiply 2i and 3i then it is = -6 which is real .if √-3 and √-2 are multiplied then it gives - √6 which is real . but if i do the same thing like this √-3 * √-2 =√{(-3)*(-2)} =√6 w..
Write and simplify an expression that represents this scenario.
Consider y''+9y=t^2(cos(3t)+4sin(3t)). This has homogeneous solution C1cos(3t)+C2sin(3t). Use method of undetermined coefficient to find a particular solution.
Calculate the volume of the material
Problem: Use the order of operations to simplify the expression.
Your textbook outlines a specific 4-step strategy that is used to solve general algebraic equations.
Description of Directional Derivative and how the dot product can be used to justify that the gradient points in the direction of maximum of a function.
A circular sector with radius r and angle theta has an area . Find r and theta so that the perimeter is smallest when A=2 and A=10.
Formulate and solve a linear programming model for this problem.
Find the maximum and minimum, changes in concavity, intervals of increasing and decreasing, and asymptotes of the below function. Y = In[sin(x)+1]
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