Answer:
26.66 or 27%
Explanation:
The computation of the margin of safety percentage is shown below:
Margin of Safety
= 100 - Break Even %
= 100 - 73.33
= 26.66 or 27%
Working Note
Sales (3,000 units) $60,000
Less: Variable expenses -$42,000
Contribution margin -$18,000
CM Ratio (A) 30.00%
Fixed expenses (B) 13,200
Break Even Point C = B ÷ A 44,000
Break Even % of Total Sale 73.33%
Answer: Please refer to Explanation.
Explanation:
Your question was incomplete so I attached the missing details.
The Carrying Amount of the Division has to be ascertained to move forward as it is needed in calculating the loss on Impairment. It is calculated by subtracting Goodwill from the Net Assets.
= 496 - 214
= $282 million
Calculating the Loss on impairment is done by the following formula,
= Market Price - Carrying Amount of the Division (net of Goodwill) - carrying value of Goodwill
= 335 - 282 - 214
= -$161 million.
Journal Entry
DR Loss on Impairment $161 million
CR Goodwill $161 million
(To record the loss on Impairment)
Answer
camera and microphone with a movie and entertainment degree
Explanation:
Answer:
The probability that 2 or 3 customers will arrive in a 15-minute period is 0.4703
Explanation:
Firstly, we have to determine the segment unit, since the mean is 10 per hour, the segment unit is 1 hour.
The mean(m) = 10
since the period is 15 minutes = 0.25 hour, t= 0.25 hour / 1 hour. Therefore mt= 2*10 = 2.5
The poisson distribution formula P(x) =
Therefore the probability that 2 or 3 customers will arrive in a 15-minute period
P(x=2) or P(x=3) = P(x=2) + P(x=3) = = 0.2565 + 0.2138 = 0.4703
Therefore P(x=2) or P(x=3) = 0.4703
The probability that 2 or 3 customers will arrive in a 15-minute period is 0.4703