Arturo quiere volver a salir con Adriana y la llama para saber que planes tiene. Empareje la respuesta de la columna I con la pregunta correspondiente de la columna II.

I	II
Adriana: Bien, ¿y tú? ¿Qué hay de nuevo? Arturo: ____	A. ¿De qué se trata?
	B. ¿Qué película?
	C. En qué cine pasan esa película?
	D. ¿Cuánto cuesta la entrada
	E. Hola Adriana, ¿cómo has estado?
	F. ¿Quién es el actor principal?
	G. ¿A qué hora la pasan?
	H. No mucho. Quería saber si ya tienes planes para el sábado.
	I. ¿Dónde queda el cine Rex?

For given sentence, write the words that should be capitalized.

Try visiting the World's Largest Garage Sale in evanston, illinois, in cook county.

Explain how to determine whether a function $T: V \rightarrow W$ is a linear transformation.

Given that, $f(x)=3 x^2-2 x$, find $f(x-1)$ and describe the resulting transformation.

The solid Q has the mass given by the triple integral $\int_{0}^{\pi / 4} \int_{0}^{2 \sec \theta} \int_{0}^{1}\left(r^{3} \cos \theta \sin \theta+2 r\right) d z d r d \theta$. a. Find the density of the solid in rectangular coordinates. b. Find the moment $M_{\mathrm{xz}}$ about the xz-plane.

Let $\mathbf{x}_{0}$ be a nonzero column vector in $R^{2}$, and suppose that $T : R^{2} \rightarrow R^{2}$ is the transformation defined by $T(\mathbf{x})=\mathbf{x}_{0}+R_{\theta} \mathbf{x}$, where $R_{\theta}$ is the standard matrix of the rotation of $R^{2}$ about the origin through the angle $\theta$. Give a geometric description of this transformation. Is it a linear transformation? Explain.

Suppose $A$ and $B$ are $n \times n$ matrices that are similar. Show that $A$ and $B$ are the matrices of the same lincar transformation.

Answer question using the opposite adjective. Ces étudiantes sont timides?

For item given below, respond to statement or question.

What is the difference between individual and dual sports?

For the given problem, determine whether $T$ is a matrix transformation or not.

$$T(x, y, z)=(0,0)$$

Above each underlined item in the following sentences, write the item in its plural form.

Be sure to write clearly, so people can tell your $\underline{\text{m}}$ and $\underline{\text{n}}$ apart.

For this item, evaluate the following expression.

$$\left(\frac{1}{2}\right)^4$$

Which of the following choices identifies an implication in the first line of paragraph as given ?

A. Mrs. Brown-Potter will be a hit.

B. Most actors are conceited.

C. Mrs. Brown-Potter is not an impressive actress.

D. Mrs. Brown-Potter is charming, but she will not succeed.

E. Few interior decorators are as competent as Mrs. Brown-Potter.

Let $\mathrm{Xo}$ be a nonzero column vector in $R^{2}$, and suppose that $T : R^{2} \rightarrow R^{2}$ is the transformation defined by the formula $T(\mathbf{x})=\mathbf{x}_{0}+R_{\theta} \mathbf{x}$, where $R_{\theta}$ is the standard matrix of the rotation of $R^{2}$ about the origin through the angle $\theta$. Give a geometric description of this transformation. Is it a matrix transformation? Explain.