The annual rate will increase with the greatest speed from year 1 to year 3.
<h3>What is the growth rate?</h3>
A growth rate is the proportion that changes the price of all goods and services produced in a country over a specific time period in comparison to a previous period.
The growth rate is used to measure the comparative fitness of an economic system over time. The numbers are commonly compiled and announced quarterly and annually.
From 1948 to 2021, the GDP Annual Growth Rate in the United States averaged 3.14 percent, with an all-time high of 13.4 percent in the fourth sector of 1950.
From the above declaration, it's clear that choice C, year 1 to year 3, is the proper option.
Learn more about Growth rate, refer to:
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Answer:
$290,000
Explanation:
We start with the cost of building a replica of the house:
building a new house: $350,000
plus highest and best use $25,000
minus perceived value loss ($20,000)
minus physical deterioration ($50,000)
<u>minus building obsolescence ($15,000) </u>
appraised value $290,000
Answer:
Dr Interest Receivable 4,000
Cr Interest Revenue 4,000
Explanation:
Preparation of XYZ Corporation Adjusting entry
Since the XYZ Corporation loaned the amount of $600,000 to another corporation on December 1, 2020 in which XYZ Corporation received a 3 month and 8% interest-bearing note with a face value of $600,000, the first step to take is to find the interest bearing note which is calculated as 4,000(1/12×8%×600,000) and the second step is to record the transaction as :
Dr Interest Receivable 4,000
Cr Interest Revenue 4,000
(1/12×8%×600,000)
Answer:
a. Long
b. $375.00
Explanation:
a. If interest rates decrease over the period of investment, Treasury bond prices will increase. Thus, Dudley Savings Bank should take a long position in the futures contracts on the Treasury bonds. As T-bond prices go up, so will T-bond futures prices.
b. Given a long position:
Net profit = Sale price of futures − Purchase price of futures
= $107,687.50 − $107,312.50 = $375.00
Purchase price of futures = 107 − 100 = 107 10/32% × $100,000 = $107,312.50
Sale price of futures = 107 − 220 = 107 22/32% × $100,000 = $107,687.50
Explanation:
