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begin{tabular}{|l|r|r|r|r|r|r|r|} multicolumn{1}{|c}{ A } & multicolumn{1}{c}{ C } & multicolumn{1}{c}{ D } & multicolumn{1}{c}{ E } & multicolumn{1}{c}{ F } & multicolumn{1}{c}{ G }

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\begin{tabular}{|l|r|r|r|r|r|r|r|} \multicolumn{1}{|c}{ A } & \multicolumn{1}{c}{ C } & \multicolumn{1}{c}{ D } & \multicolumn{1}{c}{ E } & \multicolumn{1}{c}{ F } & \multicolumn{1}{c}{ G } \\ \hline Course & Mode & Enrollment & Tuition & Instructor costs Facility cost Technical service Cancellation rate \\ \hline Web Dev. Online & 78 & $200 & $4,000 & 0 & $3,000 & 30% \\ \hline Web Dev. Campus & 55 & $250 & $3,000 & $5,000 & $500 & 7% \\ \hline Data Sci. & Online & 66 & $300 & $3,500 & 0 & $3,000 & 11% \\ \hline Data Sci. & Campus & 74 & $350 & $4,000 & $5,000 & $500 & 11% \\ \hline Coding & Campus & 32 & $300 & $2,000 & $3,000 & $500 & 12% \\ \hline Dig. Mkt. Online & 63 & $250 & $3,000 & $0 & $3,000 & 16% \\ \hline \end{tabular} GenX is a career training company that offers both online and on-campus weekend training courses on web development, data science, coding, and digital marketing. The accompanying data file shows the courses that will be offered next month by GenX. The data set contains course name (Course), whether the course is offered online or on-campus (Mode), current enrollment (Enrollment), tuition per student (Tuition), cost of instructors (Instructor costs), facility costs (Facility costs), technical service costs (Technical services), and historical cancellation rate for the course (Cancellation rate). Only on-campus courses incur facility costs. Online courses carry much higher costs for technical services than on-campus courses. The historical cancellation rate is used to project the actual enrollments of the courses. GenX would like to develop a spreadsheet model that calculates the projected revenue and profit for the month. a. Build a spreadsheet model to find out the projected total revenue and profit for GenX next month. Note: Round your answers to the nearest whole number. b. What is the impact on GenX's revenue and profit if the facility costs increase by 20% due to a rent increase

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