Numerade

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When different people with various types of knowledge are brought together to make creative decisions, ________ is being accomplished. synergy symbolic analogy Interdisciplinary joining sensitivity

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Thincipal A loan accrued PhD 360 in simple interest over 4 years at a $ 6 \% $ onnual interest rate. What was the principal amount of the loan? - Simple $ 1=360 $

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3 Na$_2$Cr$_2$O$_7$ (aq) + 2 Fe(NO$_3$)$_3$ (aq) $\rightarrow$ Fe$_2$(Cr$_2$O$_7$)$_3$(s) + 6 NaNO$_3$(aq) Based on the balanced equation, Na$_2$Cr$_2$O$_7$ reacts with Fe(NO$_3$)$_3$ in a 1:1 stoichiometric ratio.

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ol start="2"> Consider a homogeneous system of linear equations with m equations and n variables. (i) Prove that this system is consistent. (ii) Prove that if m < n then the system has infinitely many solutions. Hint: Use r (the number of pivot columns) of the augmented matrix.

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19 1 point When Leticia is with her Latino family, her ethnicity is the most relevant part of her identity, but when she goes to a gay pride parade, her sexual orientation is most relevant. What concept does this illustrate? The Ds of Difference The Ss of Similarity Racial salience Immersion/emersion 20 1 point When LAB traveled in Europe she found people reacted to her country of origin and gender rather than her race, which was not the case in the United States. Her experience illustrates the multiple layering of identities. the immersion/emersion stage. racial identity confusion. ethnocentrism.

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Give an example of each of the following steps in a teaching plan: assessment, planning, implementation, evaluation

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Three years ago, Thomas purchased 300 shares of stock in L Corporation for $19,500. On April 10 of year 4, Thomas sells the 300 shares for $18,200. Part-a a. What is Thomas's capital gain or loss from the sale on April 10 of year 4? Part-b b. Assuming Thomas has no other capital gains or losses, except that on February 25 of year 5, Thomas purchases 300 shares of L Corporation stock for $17,800. How much gain or loss from the sale on April 10 of year 4 is taxable on Thomas's year 4 tax return? What basis does Thomas take in the stock purchased on February 25 of year 5? ***This question already posted and got correct answer. Don't answer this question If you answer i will give 10 dislikes.****

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Which of the following is NOT an example of evolution occurring? ? Apple trees in an orchard produce larger apples than their ancestors. ? Over many generations, female beetles develop a genetically-influenced mate preference for a trait that indicates how healthy a male is. ? A population of moose lose weight during a year where there is a drought-caused famine. ? Disease microbes infecting a person become resistant to antibiotics.

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1. (25p.) Below is given the balance sheet of the company \"ABC Corp.\" for April 1st, 2023. Cash Assets $1,000,000 Inventory $2,000,000 Fixed Assets $3,000,000 Total Assets: $6,000,000 $1,000,000 $2,000,000 Liabilities and Owner's Equity Payables Bank Loan Owner's Equity Total Liabilities: $3,000,000 $3,000,000 Total Liabilities and Owner's Equity: $6,000,000 The transactions occur after August 1st are as follows: (a) On August 15th, ABC Corp borrows additional $1,000,000 from bank. (b) On September 10th, ABC Corp sells half of the goods in the inventory with a 100\% profit margin, that is for a price double of the supply cost. (c) On October 5th, ABC Corp pays back half of the payables. (d) On November 20th, ABC Corp pays $250,000 cash as interest expense. Write down the balance sheet for the dates September 1st, October 1st, November 1st and December 1st, according to the transactions above.

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Problem 1. Resonance (30 points) Consider the following system: y(t) + y(t) = u(t). Let u(t) = sin(?t), t ? 0, where ? > 0. Can resonance occur in this system? If yes, obtain the resonance frequency. If not, explain. Problem 2. Sinusoidal Transfer Function (50 points) Obtain frequency response for the following systems when u(t) = sin 2t, t ? 0 • G(s) = \frac{1}{s+1} • G(s) = \frac{1}{s^2+3s+2} Problem 3. Sinusoidal Transfer Function (20 points) The following figure shows frequency response of the stable system G(s), where the dashed line is the input u(t) and the solid line is the output y(t). Compute |G(i?)| and ?G(i?).

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