Answer:
short-term
Explanation:
Based on the information provided within the question it can be said that the duration of this economic condition will likely be short-term. Meaning that it will only last a small amount of time, mostly because this is a problem that needs to / and can be solved in order to increase the economic production to full potential and increase firm revenue.
Answer:
Debit
$14,181
Explanation:
Given:
Fair Value Adjustment account = $32,217 (Debit)
Net unrealized gain = $46,398 (Credit)
According to Fair Value Adjustment account , Debit balance is lower than Credit balance, So they should Debit (Fair Value Adjustment account)
Debit amount = Net unrealized gain - Fair Value Adjustment account
Debit amount = $46,398 - $32,217
Debit amount = $14,181
Answer:
22. Option (B) is correct
23. Option (A) is correct
Explanation:
22.
Total Cash Available = Beginning Cash Balance + Budgeted Cash Receipts
= $18,000 + $183,000
= $201,000
Excess (Deficiency) of Cash Available over Disbursements:
= Total Cash Available - Budgeted Cash Disbursement
= $201,000 - $188,000
= $13,000
23.
Amount to be borrowed:
= Desired ending Cash Balance - Excess (Deficiency) of Cash Available over Disbursements
= $30,000 - $13,000
= $17,000
The basic principle of individual choice which these statements best illustrate is:
- B. People face trade-offs
<h3>What is Choice?</h3>
This refers to the ability of a person to make selections based on what he wants and what he can purchase.
With this in mind, we can see that Rina is training for a triathlon and because of this, she undergoes rigorous training and she makes use of her time effectively and this is an example of People face trade-offs
Read more about choices here:
brainly.com/question/25823499
Answer:
Beta of Portfolio is 0.98
Explanation:
<u>Given</u>: Investment in security X = $35,000
Investment in security Y = $65,000
Beta of X = 1.5
Beta of Y = 0.70
Beta is a measure of degree of responsiveness of a security return with respect to market return.
The portfolio beta is the weighted average beta of individual stock beta's in a portfolio.
Beta of portfolio = Beta of Stock X × Weightage of money invested in X + Beta of Y × Weightage of money invested in Y
Beta of Portfolio = 1.50 × 
+ 0.7 × 
Beta of Portfolio = 0.525 + 0.455 = 0.98
