$\backslash$table$[[,$A$,$B$,$c$,[,$E$],[1,$TYS$1,,,,],[2,,,,$Prepared by Joel L$],[3,$RevPAR Estimate Worksheet City Center Plaza$],[,$Distribution Channel,Group Rooms,No Specials,CRS Sale,OTA$],[5,$Previous Booked Revenue: $200$@$$249\mathrm{.}99,$$ $49,998,$$ $49,998,$$ $49,998,$$ $49,998],[6,$Estimated Channel Contribution $($rooms sold$),60,45,80,100],[7,$Channel ADR,,,,$],[8,$Estimated Channel Contribution $($revenue$),,,,],[9,$Total Rooms Revenue Estimate,,,,$],[10,$Total Rooms Sold,$260,245,280,300],[11,$ADR,,,,$],[12,$Occ. $\%,,,,],[13,$Rev Par,,,,$]]$

A$.$ Based on his best estimates of each channel's performance:

Which channel would produce the highest ADR $?$

Which channel would produce the lowest ADR?

B$.$ Based on his best estimates of each channel's performance:

Which channel would generate the highest occupancy $\%?$

Which channel would generate the lowest occupancy $\%?$

C$.$ Based on his best estimates of each channel's performance:

Which channel would generate the highest RevPAR?

Which channel would generate the lowest RevPAR?

D$.$ If you were Joel, to which channel would you allocate the $100$ rooms? Explain your answer?

TYS $1$

TYS $2$

TYS $3$

Ready

F$?$ Accessibility: Good to go