Total contribution margin = $3,000, standard models sold at break even=800, deluxe models sold at break even=400, superior models sold at break even=100
<u>Explanation:</u>
1.Using sales mix stated in the fact from Figure to form a package what is the total contribution margin?
total contribution margin =($150 multiply 8) plus ($200 multiply 4) plus ($1,000 multiply 1) = $3,000
2.Refer to Figure, What is the number of standard models sold at break even.
break even units =Fixed cost divide contribution margin per package
= $300,000 divide $3000 =100 package standard models sold at break even=100 package multiply 8 = 800
2.Refer to Figure, What is the number of deluxe models sold at break even.
break even units
=Fixed cost divide contribution margin per package = $300,000 divide $3000
=100 package deluxe models sold at break even = 100 package multiply 4
Answer:
Im thinking it is the FBI
Explanation: MY guess would point to the FBI bc they are the ones who come in on cyber related crimes. so i would say A is the correct answer
Answer:
B
Explanation:
Companies recognize revenue when goods or services are transferred to customers for the amount the company expects to be entitled to receive in exchange for those goods or services.
Answer:
Sharpen Ratio = <u> Rp - Rf</u>
standard deviation of portfolio
= <u>13.8% - 3.6%</u>
173.11%
= 0.05892
= 0.059
workings
Return of portfolio = Ra*wa + Rb*Wb
= 15%*0.6 + 12%*0.4
= 9% + 4.8% = 13.8%
Standard deviation of portfolio = square root of variance
= √ stdA²wa² + stadB²wb² + 2wawbcorrAB
= √(24%*0.6)² +(14%*0.4)² + 2*0.6*0.4*1.27
= √207.36% + 31.36% + 0.6096
= √2.9968
= 1.73
= 173.11%
Explanation:
Answer:
$10,400 Favorable
Explanation:
The computation of labor efficiency variance for June is shown below:-
For computing the labor efficiency variance for June first we need to find out the standard hours
Standard hours = 0.5 hours per unit × 3,100 units
= 1,550 hours
Now, we will put it into formula
Labor efficiency variance = (Standard hours - Actual hours) × Standard rate
= (1,550 - 510) × $10
= $10,400 Favorable
Therefore for computing the labor efficiency variance for June we simply applied the above formula.