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lori brown

lori b.

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Explain, using the theorems, why the function is continuous at every number in its domain. $Q(x) = \frac{\sqrt{x-6}}{x^3-6}$ $Q(x)$ is a polynomial, so it is continuous at every number in its domain. $Q(x)$ is a rational function, so it is continuous at every number in its domain. $Q(x)$ is a composition of functions that are continuous for all real numbers, so it is continuous at every number in its domain. $Q(x)$ is not continuous at every number in its domain. none of these State the domain. (Enter your answer using interval notation.) $(6, \infty)$

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Magee Industries plans to issue 5-year, 6%, $500,000 bonds paying interest on an annual basis, at a $3,500 discount. Which one of the following statements is true?Group of answer choicesMagee will receive $503,500 as the issue price.Magees annual interest expense on the bonds will be less than the amount of interest payments to bondholders each year.The effective rate of interest on the bonds is lower than 6%.The cash paid to bondholders will be $30,000 each year.

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4 10 points What role do fires play in the forest succession of boreal forests? They permanently damage the soil, preventing regrowth They prevent any succession from occurring They contribute to the renewal and regrowth of the forest They are essential in maintaining the climax community

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In order to lower long-term interest rates during the Great Recession of 2008 the Fed engaged in quantitative easing which is the: A) easing of the amount of deposits that a bank must hold on reserve. B) easing of the amount of collateral necessary for a commercial bank to secure a loan from the Fed. C) lowering of the credit scores necessary to secure a mortgage or auto loan. D) purchase of long-term government and mortgage backed securities to make credit available and simulate spending.

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Find an equation for the line that passes through the points \((-4, 5)\) and \((4, 7)\).

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Which title of HIPAA most affects confidentiality issues for healthcare providers? Question 7 Select one: a. Title II: Administrative Simplification b. Title I: Insurance Portability c. Title III: Medical Savings and Tax Deduction d. Title V: Revenue Offset Provisions e. Title IV: Group Health Plan Provisions

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1. a) Convert the Base 5 number 1341$_5$ to i. Decimal ii. Binary iii. Octal b) Convert the Base 5 number 0.134$_5$ to i. Decimal ii. Binary

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2. This question is worth 15 points. Matt is single and has salary from his job as a sports announcer in the amount of $100,000. He has charitable contributions in the amount of $1,000. Matt also has the following income and expenses related to an activity: Income Mortgage interest Property taxes Depreciation Supplies and fees Telephone Briefly define an activity classified as a hobby vs. a business? List 4 factors might be used to assist a taxpayer in determining whether an activity is a hobby or a business? Using the tax formula, beginning with Gross Income, calculate Matt's taxable income if the activity is considered a hobby. a. Are hobby expenses deductions FOR AGI or FROM AGI? b. What form/schedule is hobby income reported on? c. What form/schedule are hobby expenses reported on? Using the tax formula, beginning with Gross Income, calculate Matt's taxable income if the activity is considered a business. a. Are business expense deductions FOR AGI or FROM AGI? b. What form/schedule is business income reported on? c. What form/schedule are business expenses reported on? Your answers to questions 3 and 4 above must include your calculation and a brief explanation of any applicable rules, limitations, etc. You can also incorporate your answers on the tax forms for a few bonus points, but this is not required.

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12 V +\\ i (t) If i(t) = (3t^2 + 5) mA BOX The energy absorbed by the BOX between 4 and 9 seconds is J

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Chapter S6, Problem S6/040 Determine the maximum value of the angle $\theta$ for which the uniform slender rod will remain in equilibrium. The coefficient of static friction at A is $\mu_A = 0.82$, and friction associated with the small roller at B may be neglected. Answer: $\theta = $

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