The Kendikei Literary Guild is planning itss annual gala. The gala committee has assembked the following expected costs for the event:

Dinner $($per person$).....$ $$21$

Favors and program $($per person$)$ $$2$

Band $$1275$

Rental of ballroom $$510$

Professional entertainment during intermission.... $$1020$

Tickets and advertising... $$2295$

$*$Required$*$

$1.$ The committee members would like to charge $$40$ per person for the evening's activities. What is the break$-$even point for the gala $($in terms of the number of people who must attend$)$

$2.$The committee members would like to charge $$40$ per person for the evening's activities. If the committee sells $360$ tockets, what is its margin of safety percentage? Round your answer to the closest whole percent

$3.$Assume that last year only $200$ people attended the gala. If the same number attend this year, what price per ticket must be charged in order to break even.

$4.$ The committee members would like to charge $$40$ per person for the evening's activities. If tye committee would like to achieve a desired target profit of $$1,700,$ how much total dollar ticket sales will they need to generate?