Write the word from the word web that best completes each sentence. Use context clues to help you. If necessary, consult a dictionary or glossary.

The store has ____________ this brand of clothing.

The following pseudocode describes how to obtain the name of a day, given the day number (0= Sunday, 1=Monday, and so on. ) Define a string called names containing "SunMonTueWedThufrisat".Compute the starting position as 3x the day number.Extract the substring of names at the starting position with length 3.Check this pseudocode, using the day number 4 . Draw a diagram of the string that is being computed.

Write and solve an equation to answer each problem. Katie, Elizabeth, and Siobhan volunteer at the hospital. In a week, Katie volunteers 3 hours more than Elizabeth does and Siobhan volunteers 1 hour less than Elizabeth. Over 3 weeks, the number of hours Katie volunteers is equal to the sum of Elizabeth's and Siobhan's volunteer hours in 3 weeks. Complete the table to find out how many hours each person volunteers each week.

$$\begin{matrix} \text{Volunteer} & \text{Volunteer Hours per week} & \text{Volunteer Hours over 3 weeks}\\ \text{Katie}\\ \text{Elizabeth}\\ \text{Siobhan}\\ \end{matrix}$$

An engine’s internal energy changes from 8093 J to $2.0920 \times 10^{4}$ J. If 6932 J are added as heat, how much work is done on or by the system?

Tell whether a parallelogram with the given vertices is a rectangle, rhombus, or square. Give all the names that apply. $(-3,1),(-1,3),(1,1)$, and $(-1,-1)$

State the hypothesis and the conclusion of each statement. The base angles of an isosceles triangle are congruent.

How long does it take for a charge of 3.50 C to pass through the cross-sectional area of a wire that is carrying a current of 0.57 A?

Indicate whether the following statements are true or false. Explain. Even very small amounts of oxides of nitrogen in the exhaust of an internal combustion engine can be a source of air pollution.

Translate to an inequality. The number of volunteers was at most $20$.

What is the magnitude of the electric field 200 mm away from a particle carrying $3.0 \mu \mathrm { C }$ of charge?

We have specified the "tailedness" of a hypothesis test for a population mean with null hypothesis $H_{0}: \mu=\mu_{0}$. For each exercise. a. draw the ideal power curve. b. explain what your curve in part (a) portrays. left-tailed

A simple pin-connected truss is loaded and supported as shown . All members of the truss are aluminum $[E=10,000 \mathrm{ksi}]$ pipes with an outside diameter of $4.00 \mathrm{in}$. and a wall thickness of $0.226$ in. Consider all compression members, and determine the minimum factor of safety for the truss with respect to failure by buckling.

Which amino acid will a tRNA molecule be carrying if its anticodon is the following?

a. GGG

b. GAC

c. AUA

d. CGA

Identify the hypothesis and conclusion of each statement.

If $3 x-1=8$, then $x=3$.