question: quantity of improvement is $6,000. Marginal tax rate is 0.60
believe a poverty application provides a fundamental advantage of $6,000, zero deductions, and a marginal tax price of 0.6. The breakeven level of profits is:
a. $10,000
b. $3,600
c. $6,000
d. $2,400
answer and rationalization:The destroy-even stage of revenue is choice a, i.e., $10,000.
Given information:
allow us to anticipate X be the degree of income where destroy-even will also be executed. It may be the place the application advantage is equal to the after-tax revenue. for this reason, X can also be calculated as follows:
eq\beginalign* \$ 6000 &= \rmX\left( 0.60 \right)\\ \rmX &= \$ 10,000 \endalign* /eq
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