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Find the compound interest and future value. Round your answers to the nearest cent. Do not round intermediate steps. Principal Rate Compounded Time \( \$ 1,485 \quad 0.2 \% \) Semiannually 13 years The future value is \( \$ \) \( \square \) , and the compound interest is \( \$ \) \( \square \) .

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1.1. Discuss the significant role that Micro, Small, and Medium Enterprises (MSMEs) play in fostering economic development and growth in Sub-Saharan Africa. Analyse the key contributions and challenges faced by MSMEs in this context. (15 Marks) use specific subsaharan countries

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Terms of trade lines Px/Py that are steeper than equilibrium terms of trade (Px/Py)e will results in an in good x and ______ in good y. With the invisible hand theory, Px/Py will ______. excess supply; excess demand; increase excess demand; excess supply; increase excess supply; excess demand; decrease excess demand; excess supply; decrease

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What is the simple decimal fraction (a/b) represented by the repeating binary number 0.101010

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48. Explain what has to happen for a set of processes to achieve a deadlocked state. 49. Describe the four conditions that must hold simultaneously in a system if a deadlock is to occur. 50. What are the three general ways that a deadlock can be handled?

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If there are x teams in a sports league, and all the teams play each other twice, a total of N(x) games are played, where N(x)=x^2-x. A league has 10 teams, each of which play the others twice. If the league pays $45 per game, how much will it cost to play the entire schedule?

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Why is it important to find the underlying cause of a language symptom (e.g. impaired naming) in aphasia using a cognitive model of language? Question 10 Select one: a. It isn't important, treatment can be planned on the basis of symptoms b. It isn't important for treatment but it is interesting for researchers c. The same symptom can have different causes d. Different symptoms require different treatments e. The same symptom can have different causes and different causes require different treatments

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Text: Kira is on a game show. She will choose a box to see if she wins a prize. The odds in favor of Kira winning a prize are 5/7. Find the probability of Kira winning a prize.

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A student is wondering if there are equal amounts of each color within box of Mike and Ikes. A student buys enough boxes to count 2000 Mike and Ikes and he sorts them by color. His results are below. Color red orange yellow green pink Frequency 403 409 376 392 420 Find the chi-square test statistic, $x^2$, to test the claim of homogeneity. 2.825 Round your answer to three decimal places. What are the number of degrees of freedom? 4 What is the p-value? 0.59% Write your answer as a percentage rounded to 2 decimal places. Question 12 1 pts If the level of significance is 5%, which claim does the result of the test best support? Mike and Ikes do not have equal frequencies of colors within their boxes Mike and Ikes have equal frequencies of colors within their boxes

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4.30 (a) 23 739, (b) -26 022 Use Cramer's rule to solve for the unknowns in (a) $26I_1 - 18I_2 = -124$ (b) $-18I_1 + 30I_2 = 156$ $16I_1 - 12I_2 = 560$ $-12I_1 + 21I_2 = -708$

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