Answer:
1.the present value for the following assuming that the money can be invested at 11% is $1,209,346.73
2.if she can invest money at 11%, I will recommend that she accept the first option of taking a lump sum of $150000
Explanation:
a) using the compound interest formula
A= p[1+r%]^n
P= $150000 n=20 r=11%
A= 150000[ 1+11/100]^20
A=150000[1.11]^20
A=150000 ×8.062311536
A= $1,209,346.73
2. The first option will give her $1,209,346.73 and the second option will give her ($14,000 ×20)+$60,000= $340000
Therefore the first option is better to accept because she will make more money in the first option than in the second option.
These efforts are termed TRANSLATIONAL PHARMACOLOGY.
Translational pharmacology refer to the process by which researchers move the results of molecular and cell pharmaceutical research to the patients in the clinical settings who need the drugs and the evaluation of observed symptoms exhibited by the patient after the drugs are administered.
Answer:
Broker
Explanation:
A licensed broker must dispaly his or her name boldly in their primary place of business at all times becasue it helps to identify a broker quickly as well as has gives confidence to customers to transact business with them.
Cheers.
Answer:
1.22%
Explanation:
The modified duration of the bond gives an indication of change in price due to a 1% change in the yield to maturity,hence, the bond modified duration is computed using the formula below:
modified duration=Macaulay Duration/(1+YTM)
Macaulay Duration=4.2
YTM(initial)=3%
modified duration=4.2/(1+3%)= 4.08
That for 1% change in yield to maturity price would change 4.08%
0.3% change in yield(3.3%-3%)= 4.08%*0.3%=1.22%
Answer: Option A
Explanation:
In Europe during the recession the policy rate of the banks like LIBOR and EURIBOR etc were already very close to zero so unlike United states of america they were not able to decrease the rate further. The monetary policy of Europian banks and authorities saw a major failure in that period.
