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The force required to compress a linear spring is given by the equation F=kx where F is the force (N), and k is the spring constant (N/m). The potential energy stored in the compressed spring is given by the equation E=1/2kx2 where E is the energy (J). The following information is available for 4 springs; the values in the table below are provided in the file springs.txt (or springs.dat) on Blackboard where each row represents a spring. Write a MATLAB program to read in the information from the file and to calculate the potential energy stored in each spring. Rather than reading each value one at a time as was done in the first problem, read all the data into a single matrix. Print a table of the results resembling the table above that contains the force, spring constant, and potential energy for each spring to a new file. Be certain that the table is captioned appropriately. (Hint: Look at help fprintf for information about printing in a table format.) Submit the .m file and the output file