Create a poster of your dream house. Use magazines, the Internet, or your own drawings to depict the features it will have, where it will be located, and what it will look like. Write captions and callouts describing your home and its features. Then find a real home that looks like your design using a newspaper or the Internet.

Choose any two colonies from among those discussed in Chapter 3. Make a list of three important features of the colonies. Then, compare and contrast these features in the two colonies you have chosen.

Draw and label the bones and features of the thoracic cage,using the terms provided
Costal cartilage of false rib

Determine all significant features (approximately if necessary) and sketch a graph. $f(x)=2 x^{4}-11 x^{3}+17 x^{2}$

Draw and Identify the bones and features indicated on the lateral view of the scull , using the terms provided.
5.Mandible

Which of the numbered features is a pyroclastic column?

A. 1

B. 2

C. 3

D. 4

E. 5

Which could happen through convergent evolution? (a) two unrelated species could evolve into one species (b) two unrelated species could evolve similar features (c) two unrelated species could evolve very different features (d) two unrelated species could finish evolving

For the example below, describe the method of dispersal and the adaptive features associated with the method: Wattle (Acacia spp.) seeds are enclosed in pods. A fleshy strip surrounds each seed: (a) Dispersal mechanism: (b) Adaptive features:

In given exercise, use the zero or root feature or the zoom and trace features of a graphing utility to approximate the solution of the logarithmic equation accurate to three decimal places.

$$\log _{10} x^2=4$$

Use the minimum and maximum features of a graphing calculator to find the intervals on which each function is increasing or decreasing. Round approximate answers to two decimal places.

$$y=x^4-11 x^2+18$$

Use the key terms to complete the following sentence:

Standards or features used to judge an item you want to purchase are called ____________.

Consider the functions $f(x)=3 x, g(x)=x^{3}$, and $h(x)=3^{x}$. a) Graph each function. b) Make a list of the key features for each function, as in investigate. Organize the information in a table. c) Identify key features that are common to each function. d) Identify key features that are different for each function. e) How do the instantaneous rates of change compare for these three functions?

What features would you study to determine whether a dolphin is more closely related to a fish or to a bear?

"Consider the following problem: How many 10-person batting orders can be formed from a softball team's 15-person roster?

a. State its essential features.

b. Solve the problem."