Imagine that you can predict the percentage increases in tuition for the next 22 years. the following vector increase shows your predictions, in percent, for each year: increase = [10, 8, 10, 16, 15, 4, 6, 7, 8, 10, 8, 12, 14, 15, 8, 7, 6, 5, 7, 8, 9, 8] use a for loop to determine the cost of a 4-year education, assuming that the current cost for 1 year at a state school is $5000. use an if statement to compare your results from the previous problems. are you saving enough? send an appropriate message to the command window.

An external consultant recommends that a plant installs a bank of capacitors for power factor correction. this will reduce the peak electrical demand charges by an average of 93 kw every month. the plant current pays $13 per kw in peak demand charges. the capacitor bank will include 223 kw of fixed capacitors, and 183 of variable capacitors. the fixed capacitors cost $59 per kw, and the variable capacitors will cost $65 per kw. the consultant charges 21% of the equipment costs to install the capacitors. because this project will reduce the demand for the electric utility, they are prepared to provide a one-time rebate of $42 per kw of reduced demand. what is the simple payback period for this project (in years)?