The statement about the relationship between interest rates and bond prices that is true is A. There is an inverse relationship between bond prices and interest rates, and the price of long-term bonds fluctuates more than the price of short-term bonds for a given change in interest rates (assuming that the coupon rate is the same for both).
It should be noted that when there's an increase in the interest rate, the price of bonds will be low. also, a decrease in the interest rate will lead to a higher bond price.
At a particular interest rate, the price of<em> long-term bonds</em> fluctuates more than the price of short-term bonds. It should be noted that the relationship between the bond price and<em> Interest rate</em> isn't direct but rather inversely related.
In conclusion, the correct option is A.
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Answer: Gross pay- $1750.00
Net pay - $1,215.75
Explanation: Gross pay = Nomal time =$28*40= $1,120. Overtime = $28*1.5*15= $630 Total= $1,750
Net pay = $1,750 less Security tax, Medicare tax, federal income tax withheld.
$1750* 6.0%= $105
$1750* 1.5% = $26.25
Tax withheld= $403
Net pay= $1,750-$105-$26.25-$403
= $1,215.75
Answer:
d. both a and b
Explanation:
Based on the information provided within the question it can be said that the licensee and the former employing broker. This is mainly due to the fact that both the licensee and the former employing broker both have the license and need to surrender it to the real estate commission in order for it to be issued to the new licensee and broker.
The purpose is to resolve some of the legal issues before the trial begins.
Answer:
CPI = 110
Explanation:
The consumer price index(CPI) measures the general change in prices for a basket of goods and services in an economy over time. The basket of goods and services is representative of consumer spending in the economy.
The formula for calculating CPI with a base year is as below.
consumer price index = <u>cost of the market basket in a given year </u> x100
cost of a market basket at the base
In this case,
CPI = $ 5500 x 100
$ 5000
CPI = 11 x 100
CPI =110
