The amount that the government entity report should report as a liability for the judgment in its year 2 governmental fund financial statements is $25000.
<h3>What is liability?</h3>
"At the beginning of year 2, a government entity had a $500,000 judgment outstanding. The government entity paid $400,000 of the judgment during year 2. The remaining balance of the judgment includes $25,000 payable early in year 3 and $75,000 payable at the end of year 4. What amount should the government entity report as a liability for the judgment in its year2 governmental fund financial statements?
A) $500,000 B) $100,000 C) $75,000 D) $25,000
It should be noted that liability simply means the future sacrifices of economic benefit that an entity is obliged to make.
Here, the amount that the government entity report should report as a liability for the judgment in its year 2 governmental fund financial statements is $25000.
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The right answer for the question that is being asked and shown above is that: "first six months. "<span>A business plan should generally project financial and operational aspects of the proposed business for the first six months.</span>
Divide 550,000 by 140 and thats the amount need to break even, anything greater will earn $20 in profit per machine
Answer:
Mortgage Broker Dual Agency Disclosure Form
Explanation:
The Mortgage Broker Dual Agency Disclosure Form is a document a broker needs to fill in when he/she acts as a mortgage broker and real estate broker in the same operation to inform the buyer and the seller before he/she can provide the services and it must be signed by both parties. So, according to this, the answer is that a banking department form required when a person is acting as a mortgage broker and a real estate broker in the same transaction is known as the Mortgage Broker Dual Agency Disclosure Form.
Answer:
12.57
Explanation:
The first part is correct with the answer of 12.57. The formula is x_bar_bar + 3*sigma/sqrt(n)
Here x_bar_bar = 12.51, sigma = 0.04, n = 4.
Thus UCL = 12.51 + 3*0.04/sqrt(4) = 12.57