Wednesday, April 28, 2010

Re: :::|| VU Askari ||::: MGT201-An Idea Solution pls discuss it with me

Bank A interest assumption
FV= CCF X {[(1+i/m) nxm-1]
1500,000= 9000 X {[(1+i/2) 10x2-1]
    I= 19%
Bank B interest assumption
FV= CCF X {[(1+i/m) nxm-1]
1500,000= 2000 X {[(1+i/3) 10x3-1]
    I= 18%
The bank B offering will be the favorable option because in this case he has to deposit fewer amounts and get higher return on annuity as compare to bank A.
i have made correction in my past posted solution as its annuty due as mentioned by abul Rahim
On Wed, Apr 28, 2010 at 11:59 AM, naaz aslam <naazaslam0@gmail.com> wrote:
bhai ye formula  kahan hai handsout me to aur hai
smaj nai a rahi plz page # bta dain
On Wed, Apr 28, 2010 at 11:56 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:
bhai Abdul Rahim
they only need answers not full solution u can paste only answers

On Wed, Apr 28, 2010 at 10:53 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:
Bhai Arfan Ali this question is of Ordinary Annuity and u hv mentioned here the formula for Annuity Due

FV= CCF X {[(1+i/m) nxm-1]

if u solve upto this by puting excel result you will get the same result



On Wed, Apr 28, 2010 at 10:19 AM, mc090400995 Arfan Ali <mc090400995@vu.edu.pk> wrote:

Bank A interest assumption

FV= CCF X {[(1+i/m) nxm-1]/ (i/m)}

1500,000= 9000 X {[(1+i/2) 10x2-1]/ (i/2)}

    I= 19%

Bank B interest assumption

FV= CCF X {[(1+i/m) nxm-1]/ (i/m)}

1500,000= 2000 X {[(1+i/3) 10x3-1]/ (i/3)}

    I= 18%

The bank B offering will be the favorable option because in this case he has to deposit fewer amounts and get higher return on annuity as compare to bank A.

 
main ney bhi ye formula notes sey liya hai meger solve excel per kiyya hai
dont know weather right or wrong

On Wed, Apr 28, 2010 at 10:57 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:
here are both formulas
P = the principal (or present value).
S = the future value of an annuity.
R = the periodic payment in an annuity (the amortized payment).
S \,=\,R\left[\frac{\left(1+i\right)^n-1}{i}\right] \,=\,R\cdot s_{\overline{n}|i} (annuity notation)

Also:

P \,=\,R\left[\frac{1-\frac{1}{\left(1+i\right)^n}}{i}\right] = R\cdot a_{\overline{n}|i}

On Wed, Apr 28, 2010 at 9:56 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:
Miss whole formula ko i se tab divide kia jata he jab pv find kerne ho is me pv to already hamen maloom he hum ne i ko he find out kerna he is liy whole formula ko i se devide nahi keren ge

On Wed, Apr 28, 2010 at 9:47 AM, mc090406299 Adila Ashraf <mc090406299@vu.edu.pk> wrote:
plz mery id py assignment,gdb,quizes k solution send kr dia karian mc090409517 yeh mera id hai mba second semester


 
On Wed, Apr 28, 2010 at 10:39 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:
ji us me i/m kia hoa he

On Wed, Apr 28, 2010 at 8:53 AM, mc090406737 Maryam Aslam <mc090406737@vu.edu.pk> wrote:
asad jo formula ap ne likha hy interest k lye kya ham us ko i/m se divide nahi karain ge

On Tue, Apr 27, 2010 at 11:14 AM, mc090402550 Asad Munir <mc090402550@vu.edu.pk> wrote:

Your father is 50 years old now and his plan is to retire exactly at the age of 60. His goal is to create a fund that will allow him to receive Rs15,00,000 at the time of retirement so that he can start a small business. He has searched the market and is confused between the two options:

  • Option 1: To deposit Rs.9,000 after every 6 months in banks A
  • Option 2: To deposit Rs.2,000 after every 4 months in banks B

Both banks assume payments at the end of respective months. As a business graduate, you have been asked to help him out as:

What interest rate assumption has the Bank A used in its offer?

What interest rate assumption has the Bank B used in its offer?

Which option is favorable?

Dear fellows here is the formula but i m not 100% sure. i hv solved this question in excel. and the answer is:
 
1,500,000 = 9000 [(1+i/2)^10*2-1] 19%
1,500,000 = 2000 [(1+i/3)^10*3-1] 18%
According to this formulas option B is Favourable cose we have to pay less amount and get the same result.

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