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1. Linear break-even analysis assumes that costs can be divided into and components 2. Break-even analysis further assumes that relationships are linear and that sales prices will not change with changes in 3. The four major applications of break-even analysis involve decision making for ,and 4. The break-even equation states that total of must equal the 5. The is the difference between sales price and variable costs. 6. The leverage effect that causes profits above the break-even point to in crease at a faster rate than production increases is called 7. A break even chart shows profits as a function of 8. Nonlinear break-even analysis has a break-even point break-even point and an 9. Nonlinear break-even analysis can be used for planning plant capacity and determining the production volume that results in 1. Linear break-even analysis assumes that costs can be divided into and components 2. Break-even analysis further assumes that relationships are linear and that sales prices will not change with changes in 3. The four major applications of break-even analysis involve decision making for ,and 4. The break-even equation states that total of must equal the 5. The is the difference between sales price and variable costs. 6. The leverage effect that causes profits above the break-even point to in crease at a faster rate than production increases is called 7. A break even chart shows profits as a function of 8. Nonlinear break-even analysis has a break-even point break-even point and an 9. Nonlinear break-even analysis can be used for planning plant capacity and determining the production volume that results in