out of 5.00 points Suppose you can borrow money at 8.6% per year (APR) compounded semiannually or 8.4% per year (APR) compounded monthly. a. Calculate the Effective Annual Rate. (Do not round intermediate calculations. Round your answers to 2 decimal places.) 8.6% 8.4% Effective Annual Rate 8.78 % 8.73 % b. Which is the better deal? 8.4% per year (APR) compounded monthly. Learning Objective: 05-05 Compare interest rates quoted over different time intervals-for example‚ monthly
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Definition of Measurement Measurement is the process or the result of determining the ratio of a physical quantity‚ such as a length‚ time‚ temperature etc.‚ to a unit of measurement‚ such as the meter‚ second or degree Celsius. The science of measurement is called metrology. The English word measurement originates from the Latin mēnsūra and the verb metiri through the Middle French mesure. Reference: http://en.wikipedia.org/wiki/Measurement Measurement Quantities *Basic Fundamental Quantity
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Investigating the rate of reaction between Marble Chips (Calcium Carbonate) and hydrochloric acid Aim. In the investigation I am going to find out how the surface area affects the rate of reaction by measuring the amount of gas produced and weight loss in a reaction between small/large pieces of Marble Chips (Calcium Carbonate) and Hydrochloric acid per minute. Hypothesis. The rate of reaction increases when the surface area of a solid reactant is increased. This happens because by
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binary number which represents a decimal 4? Answer: 1002 2. If a digital system has 5 inputs‚ how many possible input combinations are there? Answer: 32 3. What is the decimal value of the hexadecimal number 777? Answer: 191110 4. What is the decimal value of the binary number 1001001001001? Answer: 468110 5. What is the binary value of the decimal number 2827? Answer: 1011000010112 6. What is the decimal value of the binary number 11011011011
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12‚ 24‚ ...‚ 1536 Answer Finding the sum of a Geometric Series Question Find the sum of each of the geometric series | | Answer Finding the sum of a Geometric Series to Infinity Question Answer Converting a Recurring Decimal to a Fraction Decimals that occurs in repetition infinitely or are
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Approaches Essay Philosopher‚ Psychologist and Educator John Dewey once said “Give the pupils something to do‚ not something to learn; and the doing is of such a nature as to demand thinking; learning naturally results.” (1933) This understanding can be seen as the foundation of the Inquiry Based approach to teaching and learning‚ developed over decades of various educational researches. From the foundations of the theory that began with Dewey through to a more comprehensive understanding‚ one can see
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Fundamental Principles I (Philosophy of Education) NOTE: ATLEAST 3 PAGES ARE REQUIRED TO COMPLETE THIS ASSIGNMENT. Student Name: BASHIR JAMES SEBIT ID #: UB25386SCI33752 All human societies‚ past and present‚ have had a vested interest in education; and some wits have claimed that teaching (at its best an educational activity) is the second oldest profession. While not all societies channel sufficient resources into support for educational activities and institutions‚ all at the very least acknowledge
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multiplication and division with fractions and mixed numbers Fraction Shortcuts and Word Problems Arithmetic shortcuts with fractions and word problems Introduction to Decimals Explains the relationship between decimals and fractions Adding and Subtracting Decimals Deals with addition and subtraction of decimals‚ and how to add or subtract decimals and fractions together v 1 13 LESSON 2 23 LESSON 3 31 LESSON 4 LESSON 5 LESSON 6
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Chicago‚ or Milwaukee. 120 liked Indianapolis best‚ 430 liked Saint Louis‚ 1360 liked Chicago‚ and the remainder preferred Milwaukee. Develop a frequency table and a relative frequency table to summarize this information. (Round relative frequency to 3 decimal places.) | City | Frequency | Relative Frequency | Indianapolis | 120 | 0.060 | St. Louis | 430 | 0.215 | Chicago | 1‚360 | 0.680 | Milwaukee | 90 | 0.045 | | (a) | What is this
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in which they speak is very formal. Dewey mentions that his attitude towards the crime was a "Personal proposition" because his family knew the Clutters. This shows that he has deep morals and wants to bring justice to his friend. He also mentions that even if he didn’t know the Clutters‚ he would still treat it the same because it was horrific‚ and unexpected. In Dewey’s dream about Perry and Dick‚ Capote presents them as running away and Dewey not being able to catch them‚ this symbolises
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