Numerade

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The Hepatitis B vaccine is effective in ____ of those receiving three injections. greater than 90% greater than 80% greater than 95% 100%

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5. Show the following: 1. $e(K_{m,n}) = mn$; 2. if $G$ is simple and bipartite, then $e \le v^2/4$.

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2. Charged particles passing through a bubble chamber leave tracks consisting of small hydrogen gas bubbles. These bubbles make visible the particles' trajectories. In the following figure, the magnetic field is directed into the page, and the tracks are in the plane of the page, in the directions indicated by the arrows. a) Which of the tracks (C, D, and/or E) correspond to positively charged particles? b) If all three particles have the same mass and charges of equal magnitude, which is moving the slowest?

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3. Find $v_o$ and $i_o$ For the OpAmp of Fig. 3. Figure 3: Schematic diagram for Prob. 3. 12.0 V 4.0 k$\Omega$ 2.0 V 8.0 k$\Omega$ $v_o$ 20.0 k$\Omega$

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Use cylindrical coordinates to set up the iterated triple integral for $\iiint_E (x^2y + y^3)dV$ where $E$ is the solid above $z = \sqrt{x^2 + y^2}$, below $z = 6 - x^2 - y^2$, where $x \le 0$ and $y \ge 0$. $\int_0^2 \int_{-\sqrt{2-x^2}}^{\sqrt{2-x^2}} \int_0^{6-x^2-y^2} ((rcos(\theta))^2 rsin(\theta) + (rsin(\theta))^3)r dz dr d\theta$

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Topic: Focusing on a particular type of social identity: interracial dating vs. intraracial dating in America. Marked - interracial dating in America (a Korean dating a German). Unmarked - intraracial dating in America (a Korean dating a Chinese). a) Examine efforts to challenge the taken-for-grantedness of the conventionally unmarked form of this identity. b) Examine the tension between the normality and abnormality as manifested in the acts of normalizing and "othering" or pathologizing.

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what could have been done better in preventing the global meltdown?

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2. (We do) A navigator at N sights a 37° angle between a buoy at B and a landmark at L. Find sin 37°.

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Learning Task No. 2 Find the volume of the following prisms. 1. 10m 2. 20m 14m 3. 12cm 4. 8cm 5. 8m 4m 3m

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How do we divide indices? $a^m/a^n = a^{m+n}$ $a^m/a^n = a^{m-n}$ Option 1 Option 2 $a^m/a^n = a^{m\times n}$ $a^m/a^n = a^{m/n}$

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david a.