What were the effects of the internment on Mr and Mrs. Hayashi? Does their having lived through their imprisonment and internment make them heroic?

Glee Distribution markets CDs of the performing artist Unique. At the beginning of October, Glee had in beginning inventory 2,000 of Unique’s CDs with a unit cost of $7. During October, Glee made the following purchases of Unique’s CDs.

$$\begin{array}{lrlr} \text{Oct. 3} & \text{2,500 @ \$8} & \text{Oct. 19} & \text{3,000 @ \$10}\\ \text{Oct. 9} & \text{3,500 @ \$9} & \text{Oct. 25} & \text{4,000 @ \$11}\\ \end{array}$$

During October, 10,900 units were sold. Glee uses a periodic inventory system.

Instruction

Determine (1) the ending inventory and (2) the cost of goods sold under each of the assumed cost flow methods (FIFO, LIFO, and average-cost). Prove the accuracy of the cost of goods sold under the FIFO and LIFO methods.

The function $f(x)= \log_b x$ is the ______________ function with base_________.

Rewrite the logarithm as a ratio of natural logarithms.

$$\log _5 x$$

For this Exercises, decide if the statement is simple or compound. Given : He listened to his iPod and he typed a paper.

For the following exercises, identify the function as a power function, a polynomial function, or neither. $f(x)=3^{x+1}$

What brought the narrator to the House of Usher?

What type cast do you use to convert a pointer from one type to another?

Cut a sheet of paper into thirds. Stack the three pieces and cut the stack into thirds. Stack all of the pieces and cut the stack into thirds again.

Suppose you continued this process. How many ballots would you have after 10 cuts? How many would you have after n cuts?

Simplify the ratio of factorials.
$\dfrac{(2 n+2) !}{(2 n) !}$

Let $f(x)=x^{3 x}$. (a) Evaluate f'(1). (b) Use differentials to estimate the value of f(0.98).

What causes the pointer to move in a galvanometer?

For this Exercises, decide if the statement is simple or compound. Given : 8 $+$ 9 $=$ 12

Each time a pendulum swings, the distance it travels decreases. The table shows how far the pendulum travels with each swing.

$$\begin{matrix} \text{Swing Number} & \text{Distance Traveled (cm)}\\ \text{1} & \text{80}\\ \text{2} & \text{60}\\ \text{3} & \text{45}\\ \text{4} & \text{33.75}\\ \end{matrix}$$

How far will the pendulum travel on the seventh swing?