Explain the USP of any company of your choice.

Choose the correct answer that answers each question.

Which U.S. agency sets the standards for the quality, purity, and safety of medications? a. USP b. USPS c. CDC d. BATF e. AAP

The points A, B, C, and D are collinear, points C, X, Y, and Z are collinear, AB=BC=CX=YZ, AD=54, XY=22, andX Z=33. Find the indicated length of CD.

Proposition

Rewrite the medication order, interpreting the abbreviations. Catapres ${ }^{\circledR}$ (clonidine hydrochloride, USP) $0.1 \mathrm{mg}$ tablet po twice daily (morning and bedtime).

What Is the largest volume a sphere can have if it is covered by

$$6\ m^2$$

of fabric?

The students at Prairiewood Elementary plan to make a pyramid out of plastic cups. The bottom row has 15 cups. Moving up the pyramid, the number of cups in each row decreases by 1. a. If the students build the pyramid so that there are 12 rows, how many cups will be at the top? b. How many total cups will be required?

A member having the dimensions shown is used to resist an internal bending moment of $M=90 \mathrm{kN} \cdot \mathrm{m}$. Determine the maximum stress in the member if the moment is applied (a) about the $z$ axis (as shown) (b) about the $y$ axis. Sketch the stress distribution for each case.

Construct a truth table for the proposition and determine whether the proposition is a contingency, tautology, or contradiction. $\neg q \wedge(p \rightarrow q)$

Find the sum or difference. -42 + (-26)

Solve for the given replacement set.

$$2.5y = 15 \hspace{25pt} \{0.6, 6, 60\}$$

Suppose that the outer boundary of the pens in given problem requires heavy fence that costs $3 per foot, but that the two internal partitions require fence costing only$2 per foot. What dimensions x and y will produce the least expensive cost for the pens?

The Cartesian product, $A \times B$, is given in each of the following parts. Find $A$ and $B$.

a. $\{(a, 2),(a, 4),(a, 6)\}$

Given that the proposition p is false, proposition q is true, and proposition r is false, determine whether each proposition is true or false. $\neg p\vee \neg (q\wedge r)$.