$\backslash$table$[[1,$Exercise $4-12$ CVP Analysis, Profit Equation $-$ SEE TEXTBOOK PAGE $4-33.(16$ points$),,],[2,$Lake Stevens Marina has estimated that fixed costs per month are,$$350,000,$and,,$],[3,$variable cost per dollar of sales is$,$price per dolla,$$1\mathrm{.}00,,],[4,,,,,],[5,$Required,,,,$],[6,$a$.$ What is the break$-$even point per month in sales dollars given the following information?,,,$],[8,$Selling price per dollar of sales,,,,$],[9,$Variable cost per dollar of sales,,,,$],[10,$Contribution margin per dollar of sales,,,,$],[11,$Break$-$even point $=,,,,],[12,,,,],[13,,,,,],[,$b$.$ What level of sales is needed for a monthly profit of$,,,,],[15,?,,,],[17,,,,,],[18,,,,,],[20,$c$.$ For the month of July, the marina anticipates sales of$,,,,],[21,.$ What is the,,,$],[22,,,,,],[23,$Expected profit $=,,,,],[24,,,,,],[25,,,,,],[26,$What$-$il$?,,,,],[27,$Consider the following after you have completed the requirements of E$4-12.,,]]$What$-$IIP

Consider the following after you have completed the requirements of E$4-12.$

Determine the effect on the break$-$even point in sales dollars considering each of the following independently.

Total fixed costs increase to $$365,000.$

Break$-$even point $=$

$2.$ Variable costs decline to $$0\mathrm{.}25$ per sales dollar.

Break$-$even point $=$

$3.$ The anticipated sales volume increases to $$1,100,000.$

Break$-$even point $=$

Comment on the BEPs from the above analyses in questions $1,2,3.$