Answer and Explanation:
As we know that the credit amount should be allowed a qualified deduction of 100% till $2,000 and the next 25% is $2,000
In the given situation, the credit amount would be
= $1,600 × 100%
= $1,600
As the AGI is $175,000 i.e. exceeded the prescribed amount i.e. $160,000 so it would be phased out till $180,000
So, after considering the phase out application limits, the credit is
= $1,600 × ($180,000 - $175,000) ÷ ($180,000 - $160,000)
= $400
So, the total credit is $400 out of which $160 is refundable and the remaining balance i.e. $240 would be non-refundable
Answer:
44,167.67 shares
Explanation:
Given that
Number of shares of stock outstanding = 265,000
Sale value per share of stock = $76
Number of seat for election = 5
So by considering the above information, the number of shares needed by using the cumulative voting is
= {shares outstanding ÷ (number of seats + 1) + 1}
= {(265,000 shares ÷ (5 +1) +1}
= 44,167.67 shares
Answer:
Gathering publicly available comparable company information
Creating detailed forecasts for both companies
An accretion/dilution and sensitivity analysis
Determining and calculating items related to the acquisition structure
Purchases = Sales units + Closing inventory - Beginning Inventory
= 6,000 + (1,000 * 115%) - 1,000
= 6,150 units
Answer:
c. will be able to make new loans up to a maximum of $9.50
Explanation:
If the reserve requirement is 5% it means that the bank is required to reserve(not loan out) 5% of it's reserves so in this case the bank is required to 5% of 10 (0.05*10) $0.50 as reserves and can loan out $9.50 (10-0.50). As the bank has no desire to hold on to excess reserves we can be sure that it will only hold 0.50 as reserve as it is required and loan out $9.50. So statement c is correct.
Statement A is incorrect because the bank does not need to increase required reserve by $10 but by just $0.50.
Statement B is incorrect a deposit of $10 cannot increase the total reserve by $10.50 as it is impossible mathematically.
Statement d is incorrect because 2 of the 3 statements are incorrect therefore all of the above statements cant be correct.