two experimental resistance values

do the first one in excel and copy to wordTime (min) Expt Resistance-1 (Ohms) Expt Resistance-2 (Ohms)0.50 800 8501.00 1000 11001.50 1200 12802.00 1400 14502.50 1450 15203.00 1450 15504.00 1470 15704.50 1500 16005.00 1500 1600a) Calculate the average and standard deviation of the two experimental resistance values and the two calculated temperature values at each timeb) Plot the average temperature values in a scatter plot in triangles(y-axis), and the average resistance values on a secondary y-axis in a scatter plot as square. Feel free to change the color of the data points, but be sure to graph the time on the x-axisc) The standard deviation values should be used as error bar sin each data set. Additionally, add trendline for each data set. The regression equations and R-squared values for the trendlines should be displayed on the figured) Create one to two tables of all of your calculations. Make sure to label your tables andformat them2) Show how the hydropower equation can be derived from the equation for kinetic energy, when considering the power produced by a hydropower turbine. Also show how the units on each side of the equation are equal for the final power equation. Use the MSWord Equation Editor to type each equation and show all of the units

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