Answered

Discover how IDNLearn.com can help you find the answers you need quickly and easily. Get timely and accurate answers to your questions from our dedicated community of experts who are here to help you.

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 $104,000 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.
Hawes Albright
(a) $ $
(b) $ $
(c) $ $
(d) $ $
(e) $ $

Sagot :

Jepessoaidn

Answer:

No agreement concerning division of net income.

Hawes = $52,000

Albright = $52,000

Divided in the ratio of original capital investment.

Hawes = (210/280) x $104,000 = $78,000

Albright = (70/280) x $104,000 = $26,000

Interest at the rate of 5% allowed on original investments and the remainder divided in the ratio of 2:3.

Hawes = ($210,000 x 5%) + $36,000 = $46,500

Albright = ($70,000 x 5%) + $54,000 = $57,500

Salary allowances of $36,000 and $45,000, respectively, and the balance divided equally.

Hawes = $36,000 + $11,500 = $47,500

Albright = $45,000 + $11,500 = $56,500

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.

Hawes = ($210,000 x 5%) + $36,000 + $4,500 = $51,000

Albright = ($70,000 x 5%) + $45,000 + $4,500 = $53,000

Thank you for using this platform to share and learn. Don't hesitate to keep asking and answering. We value every contribution you make. Find clear answers at IDNLearn.com. Thanks for stopping by, and come back for more reliable solutions.