Answer:
$167,098
Explanation:
The computation of the total materials handling cost allocated to the modular homes is shown below:
= Total material handling cost × expected modular homes ÷ total expected material moves
= $210,420 × 540 ÷ (540 + 140)
= $167,098
Answer: The correct answers are "A. Accept" and "$ 0.01".
Explanation: Given that we talk about optimal strategy when maximizing the expected profit by the player:
In the first case It is convenient to accept the proposal and keep $ 0.12, instead of rejecting it and running out of nothing.
And in the second case it is convenient to give the classmate as little as possible so that he accepts and we have a greater profit.
Answer:
Informal feedback
Explanation:
In simple words, informal feedback relates to the feedback under which the feedback is not planned by either of the parties involved and the conversation regarding the review just happens occasionally unplanned. I
Generally, In such feedback there is no exchange of information but one party dictates their view to the other. Hence, from the above we can conclude that the given case is an instance of informal feedback.
Answer and Explanation:
The Journal Entry is shown below:-
Investment in bonds is at face value, no question about discount or premium.
Investment is rendered from the time the bonds mature before 2023. Hence, it is an investment as Working for Profit "Held until maturity"
Jan 1, 2018
Bonds receivables Dr, $140,000
To Cash $140,000
(Being Investment in bonds is recorded)
30 June 2018
Cash Dr, $2,400
To interest income $2,400
(Being six months interest received is recorded)
31 Dec 2018
3. Cash Dr, $2,400
To interest income $2,400
(Being six months interest received is recorded)
Working note:-
Bond Value $140,000
Interest rate 4%
Interest earned half
yearly, effective rate
(4% × 6 ÷ 12) 2%
Half Yearly interest amount
($140,000 × 2%) $2,800
Answer:
The journal entry is as follows:
Cash A/c Dr. $ 25,437.50
To Notes Receivable A/c $25,000
To Interest revenue A/c $437.50
(To record the collection of the note and interest at maturity)
Working notes:
Interest for 90 Days:
= Note value × Interest rate × Time period
= $25,000 × 0.07 × (90/360) days
= $437.50
