Answer:
D. 2
Explanation:
The computation of the rate of lost demand is shown below;
Given that
p = 3
a = 4
M =2
Now
r = p ÷ a
=3 ÷ 4
= 0.75
Now determine the value from the erlang table having r = 0.75 and M = 2
= 0.123
Now,
The Rate of lost demand is
= demand rate × 0.123 × 60minutes
= (1 ÷ 4) × 0.123 × 60
= 1.845 or 2
= 2
Hence, the correct option is d.
Answer:
Option a 7500 hours.
Explanation:
Given that Majenta Company uses a standard costing system. The following information pertains to direct labor costs for February:
Labour rate variance = Actual hours x actual rate - actual hours x std rate
Here we have actual rate = 10 and std rate = 12
So Labour rate variance = Actual hours (10-12) = 15000 F
This gives
actual hours = 15000/2 = 7500 hours
So option a
Answer:
The use of a trial balance:
a) This error will not cause the two sides of the trial balance to disagree. A compensating error has occurred, because the Cash Account should have been credited and the Salaries and Wages Expense debited with $600.
b) This error will cause the two sides of the trial balance to disagree. The amount debited is not the same amount credited. The Accounts Receivable should have been credited with $900, not the Service Revenue.
Explanation:
a) The trial balance ensures that the total values of the debit and credit sides agree. It shows that accounts have been correctly debited and credited in the general ledger, with equal amounts.
b) Compensating errors arise when two accounting errors offset themselves, because the same mistake made on the debit side is made on the credit side
Answer:
4 two and two equals four
2+2 =4
