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Achieve 225,500 at 8.35% compound continously for 8 years 135 days
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- 5,100 invested for 9 years at 9% componded annually will accumulate to?Accumulate ₱42,000 at 13% compounded quarterly for 5 years and 3 months.Compute the accumulated amounts after 5 years of P1,000 invested at the rate of 10% per year compounded 1) annually A. P1,610.51 B. P1,638.62 C. P1,648.72 D. P1,628.89 2) semi-annually A. P1,610.51 B. P1,638.62 C. P1,648.72 D. P1,628.89 3) quarterly A. P1,645.31 B. P1,638.62 C. P1,648.72 D. P1,648.61 4) monthly A. P1,645.31 B. P1,638.62 C. P1,648.72 D. P1,648.61 5) daily A. P1,645.31 B. P1,638.62 C. P1,648.72 D. P1,648.61 6) continuously A. P1,645.31 B. P1,638.62 f. P1,648.72 D. P1,648.61
- 9000 invested at an apr of 4.8% for 14 years =What principal earning 16% compounded quarterly will grow to dollar 8,500 after six years and three months? A) dollar 448.66 B) dollar 22,659.61 C) dollar 3,188.49 D) dollar 3,361.68 E) dollar 3,147.71Accumulate 1,200 for 26 years and 3 months at 5 ½% compounded quarterly
- 13. A businessman invested $ 1,000 and after 4 years, it becomes $ 1,608.44 invested at a certain interest compounded bi-monthly. Determine the effective rate.Calculate the accumulated amount in each investment after 40 years. $150 invested on the first day of each month at 6% compounded monthly N = I% = PV = PMT = FV = P/Y = C/Y = PMT: END BEGIN $900 invested on January 1st and on July 1st at 4% compounded semi-annually. N = I% = PV = PMT = FV = P/Y = C/Y = PMT: END BEGIN $450 invested on January 1st, April 1st, July 1st, and October 1st at 5% compounded quarterly. N = I% = PV = PMT = FV = P/Y = C/Y = PMT: END BEGINAn amount of $1400 was invested for 71 months, maturing to $2177.36. What annually compounded rate was earned?
- Find the principal that will grow to $11 019.45 at 6% compounded semi-annually in 5 years and five months. Select one: A. $8661.65 B. $7980.32 C. $788.57 D. $8000.00 E. $1630.33Determine the amount of time in years it takes 54,000.00 invested at 6.5% per annum to grow to 60,500.00.100 is deposited into an account at the beginning of every 4-year period for 40 years.The account credits interest at an annual effective rate of i.The accumulated value in the account at the end of 40 years is X, which is 5 timesthe accumulated value at the end of 20 years.Calculate X