Answer:
Decrease
Explanation:
Calculation to determine overall break-even point for the entire company
Contribution margin for C90B = ($19,950-
$5,985)/$19,950
Contribution margin for C90B = 70%
Contribution margin for Y45E =( $26,190- $10,476)/$26,190
Contribution margin for Y45E= 60%
Therefore Based on the above calculation if the sales mix were to shift toward Product C90B with total dollar sales remaining constant, the overall break-even point for the entire company
Would DECREASE reason been that C90B have more contribution margin ratio of 70% compare to Y45E which had contribution margin ratio of 60%
Answer:
final loan amount = $18,455.86
so correct option is c. $18,455.86
Explanation:
given data
loan = $18000
rate = 10%
time = 3 months
to find out
total amount that Rahul owes the bank at the end of the loan
solution
we know that number of day in 3 months is
number of day = 3 × 
number of day = 91.25 days
loan rate = 
loan load = 0.00027397
now final loan amount will be
final loan amount = loan amount × 
final loan amount = $18000 × 
final loan amount = $18,455.86
so correct option is c. $18,455.86
If csc 0=2, then that makes 0 then equal 4.
I believe it’s 4 since you have to go to class and introduce yourself to the teachers so he/she will know you better and know how they can help you and when going to their office hours they can help you with anything that you are having trouble with.
Answer:
$450,000
Explanation:
Theodore Enterprises had the following pretax income (loss) over its first three years of operations:
2016 $ 500,000
2017 (900,000 )
2018 1,500,000
For each year there were no deferred income taxes and the tax rate was 30%. In its 2017 tax return, Theodore elected a net operating loss carryback. No valuation account was deemed necessary for the deferred tax asset as of December 31, 2017.
Therefore Theodore's income tax expense for 2018 is 30% x 1,500,000 = $450,000
Loss carry back is when a business elects to net off losses against a previous year's return as opposed to loss carry forward which is the future years' return.
