### a series of equal deposits is

Regular Deposits. C. Annuity. Suppose that there is a series of "n" uniform payments, uniform in amount and uniformly spaced, such as a payment every year. (a) All deposits are made at the end of each year? This factor represents the present value or worth of a series of equal deposits over a period of time. Submit . 701. Answer. The present value of an annuity of amount A for n years at an effective rate of interest of i can be represented by the following formula- Illustration-8: Determine the present value of an annuity of Rs1,00,000 receivable for 5 years at an effective rate of interest of 12% p.a. It is desired to compute the future worth of this quarterly deposit series at 12% compounded monthly. (b) F = \$1,00O(F/A, 3%, 12). What is the future worth of a series of equal year-end deposits of \$2,000 for 15 years in a savings account that earns 8% annual interest if the following were true? It isdesired to compute the future worth of this… Market; B. Go to questions covering topic below. Equal-Payment Series Sinking Fund . (d) F = \$1,00O(F/A, 3.03%, 12). The account earns 13% compounded continuously. Correct Answer : C. Comment. What is a series of equal deposits called? Be the first to answer this question. DSP Equal Nifty 50 Fund review: Should you invest? Be the first to answer this question. (c) F = \$1,00O(F/A, 1%, 12). Round off to the nearest \$1. 0 0 1. This feature enables the user to calculate the FVA for an existing investment. What single amount on Oct. 1, 2012, is equal to a series of \$1000 quarterly deposits made into an account? The d… Capital charge factor. What is A series of equal regular deposits called? Choose from 4 different sets of term:annuity = a series of equal regular deposits. LEGISLATIVE REFERENCES. Learn term:annuity = a series of equal regular deposits. 9) Francis Peabody just won the \$89,000,000 California State Lottery. Excise Tax Act, sections 123, 137 and 182, subsections 168(1) and 168(9). Be the first to answer! (In an annuity due, a deposit is made at the beginning of a period and the interest is received at the end of the period. Future value (FV) is a measure of how much a series of regular payments will be worth at some point in the future, given a specified interest rate. Share this question with your friends. At what rate of interest, compounded quarterly, will an investment double itself in 5 years? Email This BlogThis! A series of deposits in equal amounts from the 1st. A series of equal payments (e.g., deposit or cost) made at equal intervals of time is known as. A series of equal semi-annual payments of \$1,000 for 3 years is equivalent to what present amount at an interest rate of 12%, compounded annually? 0 0 1. A. A series of equal payments (e.g., deposit or cost) made at equal intervals of time is known as. monthly. Please do not use chat terms. Please watch the following video, Sinking Fund Deposit Factor (4:42). Purvasha K answered on June 03, 2015. A house costs P400,000 cash. A series of equal amount of cash flows over a certain given years is called an annuity. This FVA calculator also calculates the future value after a series of withdrawals. This memorandum in the "TIME OF LIABILITY" sub-series explains the time of liability for payment of the Goods and Services Tax (GST) when a deposit is made on a supply. A series of equal quarterly deposits of \$1000 extends over a period of 3 years. Students also viewed these Accounting questions . A series of equal quarterly deposits of \$1000 extends over a period of 3 years. A series of equal semi-annual payments of \$1,000 for 3 years is equivalent to what present amount at an interest rate of 12%, compounded annually? B. Solution for A series of equal end-of-quarter deposits of\$4,000 extends over a period of five years. The payments (deposits) may be made weekly, monthly, quarterly, yearly, or at any other regular interval of time. See Calculating The Present And Future Value Of Annuities. A series of deposits, each of value A and made at equal time intervals, earns an interest rate of i for the time interval. (b) All deposits are made at the beginning of each year? It is a series of equal payments occurring at equal interval of time. A market whereby there is only one buyer of an item for which there are no goods substitute. End of Period Deposit Withdrawal 0 \$1,000 1 800 2 600 3 400 4 200 5 6 C 7 2C 8 3C 9 4C 10 5C Values are period 4 values. flashcards on Quizlet. This annuity calculator computes the present value of a series of equal...show more instructions cash flows to be received in the future. A series of equal payments (e.g., deposit or cost) made at equal intervals of time is known as o annuity o capital charge factor o perpetuity o future worth Ans: A. Posted by engineering raju at 04:34:00. Continue Practice Exam Test Questions Part XV of the Series. Uploaded By genevieve20. School University of Michigan; Course Title IOE 201; Type. Business ; C. Recreation center; D. Buy and sell section; 604. The aim is to capitalise on returns from as many stocks that go up, and not just the few whose weightages are greater than the rest within the Nifty It plans to deposit an equal amount at the end of every year for the next 15 years at an interest rate of 18% compounded annually. 1 Approved Answer. Who doesn't love being #1? To finance the scholarships, you will make a series of equal deposits into a savings account. The factor is used to calculate a uniform series of equal end-of-period payments, A, that are equivalent to a future sum F. Note that n is the number of time periods that equal series of payments occur. A purchaser will pay P90,000 cash, P60,000 at the end of 2 years and a sequence of 6 equal annual payments starting with one at the end of 4 years, to discharge all his liabilities as to the principal and interest at 7% compounded annually. Question is ⇒ A series of equal payments (e.g., deposit or cost) made at equal intervals of time is known as, Options are ⇒ (A) perpetuity, (B) capital charge factor, (C) annuity, (D) future worth, (E) , Leave your comments or Download question paper. Which of the following equations is correct? A. Monopsony; B. 1.A series of equal quarterly deposits of \$1.000 extends over a period of three years. D. Future worth. If a fixed sum is to be deposited or earned annually for "n" years, this factor will determine the present worth of those deposits or earnings. 4:42 ) F = 4 ( \$ 1,00O ( F/A, 12 compounded... Instructions cash flows over a period of three years allows for an initial amount that needs! And cant get anything consider the cash flow series given in the table! Of three years 1 %, 3 ) 3 ) of every deposit there! Payments occurring at equal interval of time \$ 1000 extends over a period of 3 years years. Order to accumulate \$ 1,000,000 5 out of 6 pages an annual rate interest! 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