Numerade

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?10 ????? $ \mathrm{cm}^{3} $ ?? $ 10^{17} $ ??????????????????? 2500 K ?? $ 3 \mathrm{D}_{3 / 2} $ ??? $ 4 \mathrm{P}_{1 / 2} $ ???????????? A ??? $ 2.1 \times 10^{7} \mathrm{~s}^{-1} $ ???????????????????????????????????????????? $ \mathrm{cm}^{3} $???????? $ 3 \mathrm{D}_{3 / 2} $ ? $ 4 \mathrm{P}_{1 / 2} $ ???????? $ 4 \mathrm{~S}_{1 / 2} $ ???? 2.68 ? $ 1.61 \mathrm{eV}, 3 \mathrm{D}_{3 / 2} $ ? $ 4 \mathrm{P}_{1 / 2} $ ? $ 4 \mathrm{~S}_{1 / 2} $ ?????????? $ 4 ? 2 $ ? 2 ?

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4. The reaction ATP + H$_2$O ? ADP + P$_i$ has a large negative value of ?G because (in part) ____ is resonance-stabilized but ____ is not.

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1. For your model of the eye, what would be the near point if instead of decreasing the length of the eyeball by 1cm, we increased it by 1cm? Calculate the near point using your values of the focal lengths of the cornea and the lens.

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Apnea is the dangerous sleep disorder in which a person's air passages are obstructed and they stop breathing during sleep? Question 11 options: True False

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2. You are given a solution $y_1$ for the following differential equations. Use reduction of order to find a second solution $y_2$. Then show that $y_1$ and $y_2$ are a fundamental set of solutions. (a) $x^2(x+1)y'' - 2xy' + 2y = 0$, $y_1 = x$ (b) $xy'' + 2(1-x)y' + (x-2)y = 2e^x$, $y_1 = e^x$.

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A ARCS TANGENT TO ARCS Draw arcs from C1 and C2 ARCS TANGENT TO ARCS Using the given radii, draw arcs tangent to the two given arcs. Construction as in the examples, and mark points of tangency. C1 R Lay off R thru C1 & C2 STEP 1 C1 C2 STEP 2 Draw tangent arc T to T Locate tangent points T C1 C2 STEP 3 TO STEP 4 TO B ARCS TANGENT TO ARCS Lay off radius R thru A 2. R STEP 1 Locate tangent points Add R to r2 STEP 2 Draw arc T to T STEP 3 C ARCS TANGENT TO ARCS Add R to radius STEP 1 Subtract R from radius STEP 2 STEP 3 Find tan pts on AC and BCT Draw arc from C STEP 4 3. R C C

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Does collective communication work like mail delivery? That is, messages are collected in certain groups similar to mail sorted to go to a specific location?

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Determine $x[n]$ from the following $X(z)$: $X(z) = \frac{1}{(1 - 0.9z^{-1})^2(1 + 0.9z^{-1})}, \quad |z| > 0.9$

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Match the following parts of the eye to their function: (sclera, iris, retina, lens, & tapetum lucidum) 1. Contains the photoreceptors for vision 2. The heavily pigmented portion of the eye responsible for blocking light 3. This structure changes shape to focus light on the retina 4. The is a biologic reflector system that contributes to the superior night vision of some animals. (hint: not found in human eyes) 5. The is the white outer layer of the eye.

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A ½" x 8" AISI 1018 Cold Drawn steel bar, 20" long, (Yield Strength=45 kpsi) is bolted to a vertical column to support a vertical load, F = 8 kips, nd a horizontal load, G = 5 kips. as shown in the figure below. Four ½"-13 UNC, SAE grade 5 bolts are selected for this purpose. They are marked by A, B, C, and D in the figure. Note that $d = b = 8\"$ and $c = 12\"$. And the horizontal and vertical distance between a pair of bolts is 4". The distance between the edge and the bolt is 2". 1) Which bolt among the four bolts is subjected to the maximal shear force? What is the value of the maximal shear force? 2) Find the bearing stress of the bolt due to the contact with the steel bar. Assume that the bolt is threaded in the contact area with the steel bar. 3) Find the factor of safety against bolt shear. Assume that the bolt is threaded when consider the bolt shear stress.

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amanda c.