Why do pre construction and design specialists typically take an interdisciplinary to their work

1 answer:

4 0

Pre-construction activities involves planning, coordinating and control of a project from the very beginning to the end of the project in order to produce to produce a financially viable project. Construction and design specialists typically take an interdisciplinary approach to their work in order to draw on a varied creative tool set.

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A buyer will receive a utilities bill for an estimated $400 at the end of the month. At closing, the seller has used an estimate

MrMuchimi

Answer:

Dr Seller Account $100

Cr Buyer Account $100

Explanation:

The property sold on 15th of the month by Mr. A to Mr. B and the utility bill received later of this month would be split between Mr. A and Mr. B. The basis for the split of the utility bills would be the share that Mr. A utilized the facilities and in this scenario, it is $100. Hence the buyer Mr. B has receivable of $100 and the seller Mr. A has a liability payable of $100 amount.

Hence the buyer will debit the bill by $100 receivable and the Seller will debit the bill owed to buyer by $100.

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3 years ago

_______________ involves you imagining yourself achieving your final goal.

otez555 [7]

I’d say Outcome visualization since it involves seeing yourself achieving your goal.

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2 years ago

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Which of these options for saving money typically offers the least liquidity?. . A.Savings bond. B.Money market account. C.Certi

zhuklara [117]

Among the following <span>options for saving money that typically offers the least liquidity, (A) Savings Bond is the correct answer. The term that is being referred here which 'least liquidity' means that you or any other person can not withdraw any money at any time they want.</span>

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3 years ago

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Problem 5-35 Comparing Cash Flow Streams [LO 1] You’ve just joined the investment banking firm of Dewey, Cheatum, and Howe. They

Minchanka [31]

Answer:

PV of 1st option = $185,015.50

PV of 2nd option = $192,683.78

Explanation:

Computing the present value of the monthly payments, we use the formula $PV = \frac{A(1-(1+r)^{-n}) }{r}$