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anthony men-ndez

anthony m.

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1. (3 marks) In a high school graduating class of 100 students, 54 took mathematics, 69 took history, and 35 took both mathematics and history. One of these students is selected at random. (a) What is the probability that the student took history or mathematics? (b) Find the probability that the student took mathematics but not history. (c) Compute the probability that the student did not take either of these subjects.

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Which of the following is the combining form for calcium? (More than one answer may be correct) calci/o calc/o cyt/o chym/o

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Derive the state model of the electrical circuit shown below

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It is the brain area just in front of the central SULCUS is it for monitoring body position or the reception of sensory information

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Which of the following is Kant's Categorical Imperative: Group of answer choices You should act in each unique situation for the greatest good of the greatest number. It is impossible to know absolute moral rules in advance. If you gather as much information as possible and do the most loving action possible, you will have acted morally. Never treat humanity whether in yourself or another as a mere means. Human beings are of intrinsic value. You should refrain from any actions that you could not will consistently as universal practice, or are self-contradictory in principle. In society everyone should be equally free. If there are inequalities, then they should be arranged to benefit everyone. If that is not possible, they should at least benefit the disadvantaged. Rules should be kept to the minimum necessary to maximize equal freedom. Do not do what God forbids and treat others as God's good and intelligent creation.

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Tautology

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Malik is 58 inches tall and Lauren is 67 inches tall. Malik is how many times as tall as Lauren?

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The above is the graph of the derivative f'(x). How many critical points does the original function f(x) have?

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1. Final Company is in bankruptcy and is being liquidated under Chapter 7. The trustee has converted all assets into $200,000 cash and has approved the following list of approved claims: Customer deposits ($1000 from each of 3 customers that ordered products that were never delivered) $3000 Property taxes payable $6000 Accounts payable, unsecured $45,000 Trustee's fees and other costs of liquidation $24,000 Mortgage payable, secured by property that was sold for $120,000, This payable is $90,000 Notes payable to bank, secured by all accounts receivable of which $45,000 was collected and $15,000 were written off as uncollectible. This payable is $60,000. Required: How much will the bank receive on the note payable? Please show all calculations.

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Q1) Convert the following numbers from the given base to the other three bases listed in the table. Show all your work. Decimal: 45.0625 Binary: 101101.0001 Hexadecimal: 2D.1 Octal: 55.1 Base 8: 101.11 Binary: 1101.001 Hexadecimal: D.2 Decimal: 5.375 Base 16: F4.2 Binary: 11110100.0010 Octal: 364.1 Decimal: 244.125 Base 10: 143 Binary: 10001111 Hexadecimal: 8F Octal: 217 Q2) Simplify the following Boolean expressions to a minimum number of literals. a) ABC + ABC + ABC b) xyz + xyz + wxy + wxy + wxy c) xy + xy + yz Q3) If the minimized expression of a function F is given as F(A,B,C,D) = A * B + C + D, then a) Provide the truth table of the function F(A,B,C) b) Find all the minterms of the function F(A,B,C) c) Find all the maxterms of the function F(A,B,C) Q4) a) Obtain the minimal sum-of-product expression for the logic function given below. Fx,y,z = m0,4,5 (Hint: these are minterms) b) Obtain the minimal product-of-sums expression for the logic function given in part (a). c) Obtain the minimal sum-of-products expression for the logic function given below, where d indicates don't cares. FA,B,C,D = m3,6,7,8,10,14,15 + d1,4,5,13 (Hint: these are minterms and don't cares) d) Obtain the minimal product-of-sums expression for the logic function given in part (c).

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