FIN 370 Lab Study Guide - All Weeks - Additional Formula (Compound interest) to what amount will the following investments accumulate? a. $5‚000 invested for 10 years at 10 percent compounded annually 5000 x (1.10)^10 = 5000 x2.5937 =12968.5 b. $8‚000 invested for 7 years at 8 percent compounded annually 8000 x (1.08)^7 = 8000 x 1.7138 = 13710.59 c. $775 invested for 12 years at 12 percent compounded annually 775 x (1.12)^12 = 775 x3.8959 =3019.38 d. $21‚000 invested for 5 years at 5 percent
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purpose of the lab was to observe what happens when two ionic compounds are combined in a small area and to be able to record the type of precipitate that is formed. Background: An ionic compound is formed when ions “transfer‚” or lose or gain electrons. The ions in an ionic compound are held together by ionic bonds in a lattice shaped structured. They are packed tightly together to maximize the attraction between the ions. When two compounds are mixed together‚ they form a precipitate. A precipitate
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the implicit compound annual interest rate implied by this contract (to the nearest whole percent)? Question No. 2 a) You have been offered a note with four years to maturity‚ which will pay $3‚000 at the end of each of the four years. The price of the note to you is $10‚200. What is the implicit compound annual interest rate you will receive (to the nearest whole percent)? b) Sales of the P.J. Cramer Company were $500‚000 this year‚ and they are expected to grow at a compound rate of 20 percent
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annuity that begins at the end of the third year and continues until the end of the tenth year‚ given a 12% discount rate. a. $4‚811 b. $3‚248 c. $4‚734 d. $5‚650 e. $3‚960 4. Which of the following statements is most correct? a. An investment which compounds interest semiannually‚ and has a nominal rate of 10 percent‚ will have an effective rate less than 10 percent. b. The present value of a three-year $100 annuity due is less than the present value of a three-year $100 ordinary annuity. c. The proportion
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developed ways to classify matter. • The properties of materials can be used to classify them into general categories. – Ex: Pure substances‚ elements‚ compounds‚ mixtures‚ etc. • Materials are made of a pure substance or a mixture of substances. – Substance: A type of matter with a fixed composition. • A substance can either be an element or a compound. – Ex: Helium‚ Aluminum‚ Water‚ Salt‚ etc. • Elements are built from atoms. – Atom: The smallest particle of an element that still retains the properties
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carbocation (4) free radical Ans. (3) 34. Given : 31. E0 Cr 3 / Cr The molarity of a solution obtained by mixing 750 mL of 0.5(M)HCl with 250 mL of 2(M)HCl will be :(1) 0.875 M (2) 1.00 M (3) 1.75 M (4) 0.975 M Ans. (1) 37. Arrange the following compounds in order of decreasing acidity : 36. OH ; Cl (I) OH ; CH3 (II) OH ; NO2 (III) OH 1.51 V OCH3 (IV) E0 Cr2 O2 / Cr 3 7 MnO4 / Mn2 0.74 V ; E 0 1.33 V ; E 0 / Cl 1.36 V Cl (1) II > IV >
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| |Chemistry paper | | | | | | |Class: Ten |Roll No: |Subject: Chemistry | |Student’s
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chem FATHER AGNEL SCHOOL CLASS IX SUB : CHEMISTRY Matter In Our Sorroundings 1. Define matter. 2. What are the characteristics of matter? 3. What do you mean by the following terms: a. Evaporation b. Sublimation c. Condensation d. Latent Heat of Fusion e. Latent Heat of vaporisation. f. . Melting point g. Boiling point 4. Why do gases diffuse rapidly? 5. Write the relationship
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are often mixtures of several compounds. Paper chromatography is a common method of separating various components of a mixture. After separation‚ you can observe the different colors that make up a particular color of magic marker ink. You can also calculate a ratio Rf‚ which compares how far each compound traveled to how far each solvent (substance that dissolves another substance) traveled during the experiment. Rf = Ds/Df Ds = Distance traveled by the compound Df = Distance traveled by
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of Money – Future Value – Present Value – Value Additivity • Project Evaluation – Net Present Value – The Net Present Value Rule • Shortcuts to Special Cash Flows – Perpetuities - Growing Perpetuities – Annuities - Growing Annuities • Compound Interest Rates – Compound Interest versus Simple Interest – Discrete Compounding – Continuous Compounding – Effective Annual Yield • Adjusting for Inflation Principles of Finance Present Value - Page 3 Valuing Cash Flows • Most investment decisions involve
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