If fixed expenses increase by $$10,000$ per year, then the sales needed to break even will

generally increase by more than $$10,000.$

$o.$ true

$o.$ false

A decrease in the number of units sold will decrease the break$-$even point.

$o.$ true

$o.$ false

The break$-$even point in units can be obtained by dividing total fixed expenses by the unit

contribution margin.

$o.$ true

$o.$ false

The break$-$even point can be determined by simply adding together all of the expenses from

the income statement.

$o.$ true

$o.$ false

An increase in the number of units sold will decrease a company's break$-$even point.

$o.$ true

$o.$ false

For a capital intensive, automated company the break$-$even point will tend to be higher and

the margin of safety will be lower than for a less capital intensive company with the same

sales.

true

$o.$ false

The total volume in sales dollars that would be required to attain a given target profit is

determined by dividing the target profit by the contribution margin ratio.

$o.$ true

$o.$ false

Two companies with the same margin of safety in dollars will also have the same total

contribution margin.

$o.$ true

$o.$ false