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Question: The value of acceleration due to gravity (g) on a point 10,000 kilometers above sea level is about 1.49 meters/second2. How much will an object, which weighs 98 newtons on the surface of Earth, weigh on this point? The value of acceleration due to gravity on Earth is 9.8 meters/second2.
Generate by measdata.m an array A withsize (365,24), containing temperature measurements for an entire year [1 January,..., 31 December], 24 hours a day [00.00h,...,23.00h].
Use MATLAB cross function to obtain the above cross products. Note that the accelerations are known functions of the derivatives of the three coordinates.
Let a and b be three-dimensional vectors. Write a MATLAB script that performs: 1. the dot product between the two vectors and 2. the cross product a × b.
Create the graph, which contains a piecewise function where a line exists in the first interval, a parabola in the second interval, and the sine function in the third interval.
Write a script that will prompt the user for the two areas in square feet, and will print whether the velocity at the second point increases, decreases, or remains the same as the first point.
Write the algorithm and draw the flowchart for each problem
goal is to build an image histogram for a color image based on its 6-bit color code.
Calculate an approximation to the energy consumed over the period and calculate an approximation to the energy consumed over the period t = a to t = b.
In case the problem in the code I want you to modify it give the correct temperature.
code to implement linear Support vector machine to classify data (without using matlab built in function).
Let's combine everything together! In this question, you will be asked to combine scaling and translations. Write a function named "problem5" that accepts a single input and scales the image by 0.5 and shifts it up by 7 units. The input variable h..
If b=3, a=6 how many loops would the given program do? what will be the out put for z(4)? what would be size (in rows and columns) for variables z, i and b?
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