Numerade

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Draw diagram for interfacing RAM of size 2K and I/O with 8085 CPU at address 2000H and 4000H for RAM and 17H and 07H for I/O. Use partial memory and I/O address decoding method.

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(32.2) A block moves in two-dimensions on a horizontal plane (so the weight and normal forces cancel). A constant applied force $\vec{F} = (2, 3/2)$ N acts on the block while it moves. Compute the work done by the applied force under the following [straightline] displacements. (a) Displacement from $\vec{r_i} = (2, 4)$ m to $\vec{r_f} = (3, 6)$ m (b) Displacement from $\vec{r_i} = (2, 4)$ m to $\vec{r_f} = (2, 10)$ m (c) Displacement from $\vec{r_i} = (2, 4)$ m to $\vec{r_f} = (3, -6)$ m (d) Displacement from $\vec{r_i} = (2, 4)$ m to $\vec{r_f} = (0, 0)$ m

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What is the protein that has a binding site for an ion

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Why is lumacaftor able to correct the misfolding of some mutant CFTR proteins and not others? Lumacaftor binds to a specific mRNA sequence, which may not be present in the products of other disease alleles of CFTR. Lumacaftor may not stabilize the unfolded structures and folding pathways used by the products of other disease alleles of CFTR. • Lumacaftor replaces a missing phenylalanine residue, which may not be missing in the products of other disease alleles of CFTR. • Lumacaftor targets the products of other disease alleles of CFTR for unbiquitination, which destines them for destruction.

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Solve for $p$ using the square root property. $3p^2 + 15 = 54$ $p = $ Entry Tip: Do not use a decimal approximation for square roots. To enter a number like $5\sqrt{7}$, type 5*sqrt(7). Preview your answer before submitting! Furthere Tip: Write your answers as a list, with your answers separated by (a) comma(s). For example, if you get 4 and $-\frac{2}{3}$ as your answers, then enter 4,-2/3 in the box.

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For $n \in \mathbb{Z}$, prove that $x^n$ is differentiable and find the derivative, unless, of course, $n < 0$ and $x = 0$. Use induction and prove for $n \ge 1$.

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Compare the reactants, products, location in the cell, and energy yield of the three stages of cellular respiration (glycolysis, citric acid cycle, and electron transport chain).

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The equation below is known as the ... $k = Ae^{\frac{-E_A}{RT}}$

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Question 24 (2 points) Although EBP has great application to exercise testing, prescription, and special populations, it has limited use in the evaluation of exercise equipment and devices. True False

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1. Let $f(x) = \sqrt{\frac{x}{1-x}}$, $0 < x < 1$ and $f'(x) = \frac{1}{2}x^{-\frac{1}{2}}(1-x)^{-\frac{3}{2}}$. a) Deduce that $f$ is an increasing function. b) Show that the curve $y = f(x)$ has one point of inflection and find its coordinates. Leave your answers in exact form.

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kristina g.