Numerade

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3. Which of the following supramacromolecular complexes makes polypeptides? A. Replisome B. Transcriptosome C. Ribosome D. Spliceosome E. Endosome

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Annecy is determined to remember some important words from her class's study of the sea. "Whale, whale, whale," she repeats. "Ocean, ocean, ocean." Annecy is using A. Transitive inference B. Seriation C. Rehearsal D. Working memory

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Assuming that all of the carbon dioxide ends up in the balloon, what is the volume of the balloon at 27 ∘C and a pressure of 748 mmHg ?

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\Large{\text{What is the output of the following program?}} #include int main() { printf("%d ", 4>3 && 11<12); return 0; }

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If the value of a nation's imports is less than the value of its exports, then the nation is experiencing: the trade balance. a trade deficit. balanced trade. O a trade surplus.

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1. Find an equation for Vout in terms of Vb0, Vb1, and Vb2. Pick values for these later voltages and show, using hand calculations and a simulation, that your equation is correct. Please don't focus on, or get confused by, the values I picked for Vb0, Vb1, or Vb2 below when I simulated. You pick a DC value for these in this problem. (6 points)

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4. 1) Find a Thevenin's equivalent circuit RTh and VTh to the left of terminals A and B (Fig. 4). 2) Determine the load R when maximum power transfer occurs, and calculate the maximum power P. 5 ? 10 ? A 20 V 10 ? 4 A R B Figure 4

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FR 2-2 An empty bottle with 3,593ml capacity is placed in the Great Salt Lake. The water density of the lake is 1.030 g/ml and the mass of the bottle is 557g. The volume of the material making up the bottle is negligible in this problem. (b) How much water (density = 1.00 g/ml) can be added to the bottle without sinking it? Answer in unit of grams.

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QUESTION 1 An 1800 kg car (A) and a 1350 kg car (B) collide on glare ice and remain locked together. At the time of impact, car A was travelling east at 80 km/hr and car B was travelling north at 50 km/hr. 1. Determine the resulting velocity, and 2. the direction of travel.

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2) Consider an economy that produces output according to $Y = AK^\alpha N^\beta H^\sigma$ where H is human capital or the level of education and skill or labor. Note that $\alpha = 0.3$, $\beta = 0.6$, and $\sigma = 0.1$. a) If the annual growth rate of technology is 0%, capital is 5%, labor is 2% and human capital 3%, what is the growth rate of this economy? b) How long before output doubles? c) Now suppose that technology grows at 1% per year? What is the growth rate of the economy now? d) And how long before output doubles? e) Now suppose that capital and labor are fixed and technology grows at the same 1% annual rate. What must be the rate of growth of human capital to achieve the same 4% annual output growth rate as in part (c)?

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michelle l.