Answer:
1. a. Callie =$375,000
b. Neil $25,000
2. Equal
Explanation:
The computation of given question is shown below:-
1. Adjusted Callie contribution = $300,000
Neil contribution = $100,000 × 50%
= $75,000
Callie basis in partnership interest after the formation = $300,000 + $75,000
= $375,000
Adjusted Neil contribution = $100,000
Neil contribution = $100,000 × 50%
= $75,000
Neil basis in partnership interest after the formation = $375,000 - $75,000
= $25,000
2. Equal or in Profit-Loss Sharing Ratio
In the profit - loss sharing ratio or equal when debt is allocated between the two partners
Answer:
$289000
Explanation:
Effective Gross Income (EGI): Effective Gross Income is calculated by deducting the Vacancy and collection (V&C) loss from Gross Potential Income (GPI).
First year gross potential income (PGI) is $340,000
Vacancy and collection (V&C) loss is 15% of gross potential income
Therefore, (V&C) allowance = [$340,000 15%]
= $51,000
Calculate Effective Gross Income (EGI) for the first year of operations:
Item
Amount
Potential gross income (PGI)
$340,000
Less: V&C allowance (at 15% of PGI)
($51,000)
Effective Gross Income ( EGI )
$289,000
Hence the EGI is $289,000
Answer:
Perfect competition is a market structure in which a large number of firms produce the same product.
Explanation:
Items at a grocery store are an example of perfect competition. onsumers have many options at multiple price points.
Answer:
The clean price of the bond is $1,062.
Explanation:
Accrued interest is the coupon payment for the period times the fraction of the period that has passed since the last coupon payment. Since we have a semiannual coupon bond, the coupon payment per six months is one-half of the annual coupon payment. There are two months until the next coupon payment, so four months have passed since the last coupon payment. The accrued interest for the bond is:
Accrued interest = $99/2*4/6
= $33
And we calculate the clean price as:
Clean price = Dirty price – Accrued interest
= $1,095 – 33
= $1,062
Therefore, The clean price of the bond is $1,062.
Answer:
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