With guidance from your teacher or parents, use the Internet to research a grain that is new to you. Find out about the appearance of the grain, the processing, the taste and texture, and how it is cooked and prepared. Use a word processing program to write a report on your information. Include all of the information you have gathered.

a. What accounts are posted for a sale on account? b. How does a merchandising business act as a collection agency for the state government?

A lens with a focal length of 25 cm is placed 40 cm in front of a lens with a focal length of 5.0 cm. How far from the second lens is the final image of an object infinitely far from the first lens? Is this image in front or behind the second lens?

Use maps gathered from external resources to create a visual presentation showing locations for several early civilizations. Include a map key that shows information about civilizations at a glance. Make sure the content on the map fits under a time period

Point: (-4,3) Slope: m is undefined.

Hexacyanomanganate(lll) ion is a low-spin complex. Draw the crystal field splitting diagram with electrons filled in appropriately. Is this complex paramagnetic or diamagnetic?

Find the 10th term of each arithmetic sequence.

$$a_{25}=18 \text { and } a_{41}=62$$

Distinguish between various breads and spreads for sandwiches.

For the question, express each of these compound statements in words:

$$\begin{array}{ccccccccccccc}{\mathbf{a.}} {p \wedge q} & {\mathbf{b.}} {\neg p \wedge q} & {\mathbf{c.}} {p \wedge \neg q} & {\mathbf{d.}} {\neg p \wedge \neg q} & {} & {\mathbf{e.}} {\neg(p \wedge q)}\end{array}$$

p: Susan speaks French. q: Susan speaks Spanish.

If u is an expression involving x, the equation $a u^{2}+b u+c=0, a \neq 0,$ is called a(n) equation _____ _____ _____.

Solve each equation, and check your solution. $-\frac{5}{9} k=2$

Why is meal planning so important?

Express each statement as an equation involving the indicated variables. The circumference C of a circle is the product of $\pi$ and its diameter d.

A uniform $\vec{B}$ field of $10^{-3}$ T decreases to zero in 30 s. What is the magnitude of the induced current in a 20-$\Omega$ closed loop of wire that is placed perpendicular to the magnetic field lines? The area of the loop is $2.00 \times 10^{-3} \mathrm{m}^{2}$.