A hotel in Las Vegas is famous for its large-scale model of the Eiffel Tower. The model, built to scale, is 128 meters tall and 41 meters wide at its base. If the real tower is 324 meters tall, how wide is the base of the real Eiffel Tower?

Find the area of an equilateral triangle with side length 20 mm. Draw a diagram and show all work.

Match the organ or gland with the enzyme(s) it secretes. Enzymes may be used more than once. An organ or gla(1) salivary glands (serous cells) (2) stomach (chief cells)

A. peptidase

B. amylase

C. (3) pancreas (acinar cells)

(4) small intestine

D. lipase

E. pepsinogen

F. trypsin, chymotrypsin, carboxypeptidase

G. sucrase, maltase, lactase may secrete more than one enzyme.

Linux does not distinguish between processes and threads. Instead, Linux treats both in the same way allowing a task to be more akin to a process or a thread depending on the set of flags passed to the clone() system call. However, other operating systems, such as Windows, treat processes and threads differently. Typically, such systems use a notation in which the data structure for a process contains pointers to the separate threads belonging to the process. Contrast these two approaches for modeling processes and threads within the kernel.

In the Compton effect, an X-ray photon scatters from a free electron. Find the change in the photon's wavelength if it scatters at an angle of $\theta=30.0^{\circ}$ relative to the incident direction.

A vector A has a magnitude of $40.0 \mathrm{~m}$ and points in a direction $20.0^{\circ}$ below the positive $x$ axis. A second vector, $\overline{\mathbf{B}}$, has a magnitude of $75.0 \mathrm{~m}$ and points in a direction $50.0^{\circ}$ above the positive $x$ axis.Using the component method of vector addition, find the magnitude and direction of the vector $\overrightarrow{\mathrm{C}}$.

Use the method of your choice to determine the following probability. Four rainy days in a row when the forecast calls for a "40% chance of rain" each day

Explain what happens to excess glucose in the body.

Horizontal force of magnitude 10 N is applied to a box on a floor denoted by $\vec{F}_1$, but the box does not slide. Then, as the magnitude of vertically downward force $\vec{F}_2$ is increased from zero, does the the magnitude of the frictional force $\vec{f}_s$ on the box increase, decrease, or stay the same?

AccuWeight Inc. produces a small and large version of its popular electronic scale. The anticipated unit sales for the scales by sales region are as follows:

$$\begin{array}{lr} &\textbf{Small Scale}&\textbf{Large Scale}\\ \hline \text{North Region unit sales}&35,000&57,000\\ \text{South Region unit sales}&\underline{38,000}&\underline{64,000}\\ \hspace{10pt}\text{Total}&\underline{\underline{73,000}}&\underline{\underline{121,000}}\\ \end{array}$$

The finished goods inventory estimated for July 1, 2015, for the small and large scale models is 2,000 and 3,000 units, respectively. The desired finished goods inventory for July 31, 2015, for the small and large scale models is 1,300 and 2,300 units, respectively.

Prepare a production budget for the small and large scales for the month ended July 31, 2015.

Livor mortis refers to the color of a dead body.

Assume capital markets are perfect. Kay Industries currently has $\$ 100$ million invested in shortterm Treasury securities paying $7 \%$, and it pays out the interest payments on these securities each year as a dividend. The board is considering selling the Treasury securities and paying out the proceeds as a one-time dividend payment.

a. If the board went ahead with this plan, what would happen to the value of Kay stock upon the announcement of a change in policy?

b. What would happen to the value of Kay stock on the ex-dividend date of the one-time dividend?

c. Given these price reactions, will this decision benefit investors?

A particle moving at nearly the speed of light $\left(v\approx c\right)$ passes through a region where it is subjected to a magnetic force of constant magnitude that is always perpendicular to the momentum and has magnitude of 2 x 10^-10 N. As a result, the particle moves along a circular arc with a radius of 8 m. What is the magnitude of the momentum of this particle?

Trlna and Willow are researching Information on earthquakes. One of the largest earthquakes In the United States, centered at San Francisco, occurred in 1906 and registered 7.8 on the Rlchter scale. The Rlchter magnitude of an earthquake, M, is related to the energy released In ergs, E, by the formula $M = \dfrac{2}{3}\log (\dfrac{E}{10^{11.8}})$.
Another large earthquake in California measured 7.9 on the Richter scale. Which statement is true? F 0.1 times as much energy was released by the larger earthquake. G The difference in energy released is $1.31\times 10^{23}$ ergs. H The energy released by the second earthquake was $3.26\times 10^{23}$ ergs. J The total energy released by the two earthquakes is equal to the energy released by an 8.0 earthquake.