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spayn [35]
3 years ago
13

Tyler Hawes and Piper Albright formed a partnership, investing $210,000 and $70,000, respectively. Determine their participation

in the year’s net income of $290,000 under each of the following independent assumptions: No agreement concerning division of net income. Divided in the ratio of original capital investment. Interest at the rate of 5% allowed on original investments and the remainder divided in the ratio of 2:3. Salary allowances of $36,000 and $45,000, respectively, and the balance divided equally. Allowance of interest at the rate of 5% on original investments, salary allowances of $36,000 and $45,000, respectively, and the remainder divided equally.
Business
1 answer:
rewona [7]3 years ago
3 0

Answer:

Tyler year-end capital account 373,500

Piper year-end capital account 196,500

Explanation:

income 290,000

interest:  (14,000)     (210,000 x 5% + 70,000 x 5%)

salaries:  (81,000)     (36,000 + 45,000)

remainder 195,000

Tyler:

210,000 + 5% interest + 36,000 salary + 195,000 x 3/5 = 373.500‬

Piper

70,000 + 5% interest  + 45,000 salary + 195,000 x 2/5 = 196,500

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On October 1, Bandor Company sold land (that cost $30,000) on credit for $35,000. The buyer issued an 8%, 12-month note for this
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Answer:

Date     Account Titles                       Debit      Credit

Oct 01   8% Note Receivables         $35,000

                    Land                                               $30,000

                     Gain on sale                                  $5,000

            (To record the sale of the land)

Dec 31   Interest receivable               $700

                    Interest Revenue                             $700

                    (35,000*8%*3/12)

               (To record Interest Revenue on Note for 3 month recognized)

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These are correct on edge

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Short paragraph about Junior Technical Assistant​
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Answer:

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Suppose that an income-producing property is expected to yield cash flows for the owner of $150,000 in each of the next five yea
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YEAR 2: $150.000  PV= FV/(1+i)^n  =  $150.000/ (1+0,08)^2 = $128.600,82

YEAR 3: $150.000  PV= FV/(1+i)^n  =  $150.000/ (1+0,08)^3 = $119.074,84

YEAR 4: $150.000  PV= FV/(1+i)^n  =  $150.000/ (1+0,08)^4 = $110.254, 48

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