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haley d.

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Helena is a U.S. citizen and CPA who moved to London, England, three years ago to work for a British company. This year, she spent the entire year in London and earned a salary of $140,000. How much of her salary will she be allowed to exclude from gross income in the U.S.? 20,240 126,500 100,000 140,000

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Leo is traveling from the planet to the planet , 32 light-years awayyear the distance that light travels in one year) his ship at a speed of relative to the planets, how much does age while on the tripAssume that Xanadu and are at rest relative to each

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Which of the following pertains to diphtheria? A. All of the choices are correct. B. It results in meningitis. C. It can be transmitted from mother's birth canal to neonate. D. It is prevented by the DTaP immunization. E. Symptoms include vomiting and diarrhea.

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Part B. 1. Introduction to Boolean Algebra The three basic laws of Boolean algebra are the commutative law, the associative law and the distributive law. These laws define the vector field of Boolean algebra much like the same named laws define the algebraic vector field of normal college algebra. However, the addition of college algebra become the OR function in Boolean algebra. Likewise, the multiplication becomes the AND function in Boolean algebra. Because of the similarity, the OR function is sometimes referred to as the SUM and the AND function is referred to as the PRODUCT. SUM PRODUCT Commutative Law A + B = B + A AB = BA Associative Law A + (B + C) = (A + B) + C A(BC) = (AB)C Distributive Law AB + AC = A(B + C) The author of the text used in this course lists 12 useful rules for manipulating Boolean expressions. Those rules are: 1. A + 0 = A 1. A \cdot A = A 2. A + 1 = 1 6. A \cdot A = 1 3. A \cdot 0 = 0 2. Application of 4. A \cdot 1 = A Boolean Algebra CDRW 2/7/23 7. A \cdot A = A0 8. A \cdot A = 0 9. A + A = A 10. A + AB = A 11. A + AB = A + B 12. (A + B)(A + C) = A + B C Apply the laws and rules of Boolean algebra given above to simplify the following Boolean expression. F(A, B) = AB + AB = Results: For each circuit in Part A, B, C, and D, write the Boolean expression for the resulting function. Part A: F(A, B) = Part B: F(B) = Part C: F(A, B) = Part D: F(A, B) =

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c) What will be the condition code NZCV after the instruction 2 is executed? What is the value in R7 (word size = 32 bits = 4 bytes) in hexadecimal format after the instruction 2 is executed? [3 points]

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1. Which of the following demonstrates in a clear example what psycho-moral-cognitive maturation is?* a. none of the answers offered here are correct* b. recognize as an internal criterion that it is bad to steal without the need for the police to tell you so, or for external punishment to be applied as happened before* c. grow in size, height* d. be in the sensorimotor stage of intellectual development 2. For one of the following researchers, change - as adaptation - is fundamental in the study of human development, both as an individual and as a species. Who is it?* a. skinner* b. Darwin* c. Harlow* d. Spit 3. Assume that you have a niece who, at only three years old, plays golf exceptionally, with good aim and very coordinated shots. Are skills would demonstrate:* a. motor maturity, because she manages to make the appropriate movements* b. social adaptation, because she is successful in adult activities* c. intelligence, because she understands the rules of the game* d. emotional maturity, because it withstands the tensions of competition* e. motor maturity, because she understands as an adult the objectives and goals of the game 4. You are in a store paying at the cashier for the merchandise you want to buy. The cashier is passed three items; That is, she doesn't charge them. You decide not to warn her about her mistake, because you like her since when you get home you won't have to explain how much she spent shopping. At what stage of development did you stay?* a. genital* b. integrity vs. despair* c. formal operations* d. conventional

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Paula wishes to find the amount of money that is present in an account after 9 years if $11,400 is deposited at 7.5% interest compounded daily. Paula calculates the following:

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At the movie theater, sodas are $2.50 and bags of popcorn are $1.75. Which inequality represents all possible combinations of s, the number of sodas, and p, the number of bags of popcorn, that someone can buy for no more than $15 ?

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The following is an adaptation of a practice question for the LSAT (Law School Admission Test) A local town budget committee must reduce exactly five of eight areas of expenditure. - Police - Public welfare - Non-college education - Highways/roads - Higher education - Hospitals - Corrections - Courts Due to a variety of reasons, a local official claims the following: 1. If police and corrections are reduced, the court budget will also need to be reduced. 2. If highway/roads are reduced, then hospitals and corrections will not be reduced. 3. If higher education is reduced, public welfare is not reduced. 4. Of the three areas public welfare, non-college education, and hospitals, exactly two are reduced. Part One If both non-college education and hospitals are reduced, which part of the budget cannot be reduced?

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EXTRA CREDIT PROBLEM Simplify the following block diagram. Explain your approach. R(s) + - 10 C(s) + (s+10)

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