For this problem, consider the region between y = 5x and y = 0, from x = 0 to x = 2. Match each solid of revolution and method for finding the volume of that solid, with the correct description of the infinitesimal pieces we would cut that volume into, to add up for our integral. You will get partial credit if at least some of the matches are correct Rotate the region around the y-axis. Find the volume using the disk or washer method Rotate the region around the x-axis. Find the volume using the disk or washer method Rotate the region around the x-axis. Find the volume using cylindrical shells

Rocky Mountain Chocolate Factory (RMCF) founder and president Frank Crail employs 220 people in 361 outlets in the United States, Canada, United Arab Emirates, Japan, and South Korea. If RMCF purchases 22.5 kilograms of premium dark chocolate at $16.80 per kilo, what is the net price with a 10/5 chain discount? Note: Do not round intermediate calculations. Round your answer to the nearest cent. Net price

2. Consider the function y(x) = 5x over the interval [0, 10]. (a) If the points A(0, y(0)), B(5, y(5)), and C(10, y(10)) are on the curve represented by the above function, find the slope of the lines (secants) AB, and AC, respectively. (b) If x represents time and y represents the displacement of a particle moving along a line, what is the physical meaning of your results to part (a)? (c) Now consider a point D(10 – h, y(10 – h)) on the curve represented by the given function, find the slope of the line DC. (d) As h → 0, what is the limiting value of your result to part (c)? (e) What is its physical meaning of your result to part (d) if again x represents time and y represents the displacement?

Please show me the steps numbered to complete this problem neatly. So that I may understand the steps and how to solve it please.