Assume that you can invest to earn a stated annual rate ofreturn of 12%, but where interest is compoundedsemiannually. If you make consecutive semi-annual depositsof P500 each, with the first deposit being made today, whatwill your balance be at the end of Year 5? *P881.17P6,590.40P440.59P1,762.34

We need to use future value of annuity formula to calculate annuity amount after 5 years. Future…

Answered: Assume that you can invest to earn a…

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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May I ask for an explanation and solution to the question for a better understanding. Thank you! 8. Assume that you can invest to earn a stated annual rate of return of 12%, but where interest is compounded semiannually. If you make consecutive semi-annual deposits of P500 each, with the first deposit being made today, what will your balance be at the end of Year 5? a. P6,590.40 b. P881.17 c. P440.59 d. P1,762.34
Assuming that you can invest to earn a stated annual rate of return of 12%, but where interest is compounded semi-annually. If you make consecutive semi-annual deposits of $500 each, with the first deposit being made today, how much will be your balance at the end of fifth year? a. $6,590.40 b. $440.59 c. $1,762.34 d. $881.17
2. Assume that you can invest to earn a stated annual rate of return of 12 percent, but where interest is compounded semiannually. If you make 20 consecutive semiannual deposits of $500 each, with the first deposit being made today, what will your balance be at the end of Year 20? $57,900.83 $58,988.19 O $52,821.19 O $64,131.50 O $62,527.47
Assume you make a deposit of $7,500 now into a saving account that pays 12% per year, compounded quarterly. If you want to know the total amount after 2 years, the value of interest rate (i) you should use in the F/P factor is: Select one: а. 3% b. 4 % с. 24% d. 12 %
Assume that you can invest to earn a stated annual rate of return of 12 percent, but where interest is compounded semiannually. If you make 20 consecutive semiannual deposits of $500 each, with the first deposit being made today, what will your balance be at the end of Year 20? Group of answer choices $52,821.19 $57,900.83 $58,988.19 $62,527.47 $64,131.50
Q1: Calculate (PW) for annual payments (900$/year) if the first payment will deposit at the present time, and the last one will deposit at begin of the ninth year? If you know that it's on deposit at the fifth year, and the interest rate is (15%)!
If you deposit $P into a savings account that earns interest at a rate of i% per month for n years, the future worth in year n is represented by all of the following equations, except: (a) F = $P(F∕P, effective i/month, 12n) (b) F = $P(F∕P, effective i/quarter, 3n) (c) F = $P(F∕P, effective i/6-month, 2n) (d) F = $P(F∕P, effective i/year, n)
You are considering investing $8,500 in a bank term deposit for 5 years. The term deposit will pay quarterly interest of 3% (compounded quarterly). What is the value of this deposit at the end of year 3? A. 11,560.00 B. 15,351.95 C. 9,853.83 D. 12,118.97
Suppose you invest S11.570.00 into an account earming an interest rate of 2.484% compounded continuously for 2 yeart and thereafter earning an interest rate of 3.417% compounded weekly. How much money is in the account after 9 years? The amount in the account is (Note: Your answer should have a dollar sign and be accurate to two decimal places)
What is the future value of the initial $10,000 deposit after 5 years? We assume current interest rate is = 6%, compounded monthly. $13,552.6 $13,512.5 $13,277.6 $13,488.5
Suppose that you are to make annual deposit of $3,000 into a retirement account that pays 11% interest compounded monthly. How large will your account balance be in 20 years. öö 11:02 /
a) How much must be deposited today into an account earning 3% interest annually to support an annual withdrawal of $1800 a year in a perpetuity? b) what if the first withdrawal starts at the end of year 6?

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