Decide whether the following statements are true or false about what happens in the story. Write C for Cierto** or F for falso. Then, correct the false statements to make them true.

______ Rosa recibe un buen trabajo nuevo al final del cuento.

---

Tell whether the following statements are true or false, and explain why: { Natural } $\subset$ { Rationals }

Answer “true” or “false” to the following statements: If an X lies on the arc of a circle, the argument cannot be valid.

Re-write the following statements using the nosotros command. Vamos a comprar los mapas.

Which of the following statements is true?
a. A child class inherits from a parent class.
b. A parent class inherits from a child class.
c. Both of the preceding statements are true.
d. Neither a nor b is true.

How is a stock split (versus a stock dividend) treated on the financial statements of a corporation?

Prove the following statements. The product of any n consecutive positive integers is divisible by n!.

Match the following statements with rRNA, mRNA, or tRNA:

a. is the smallest type of RNA

Indicate whether the following statements about relational expressions are correct or incorrect.
x >= y is the same as y <= x.

(Go to Statement) Write a program that uses go to statements and only the following three printf statements to simulate a nested looping structure that prints a square of asterisks as shown below:

printf( "%s", "*" );
printf( "%s", " " );
printf( "%s", "\n" );

*****
*   *
*   *
*   *
*****

Read the following statements. Based on what you have learned about schools in Spanishspeaking countries, decide whether the statements refer to their schools or to our schools. Write theirs or ours in the space provided.

Soccer is the most popular sport in gym class.

Show that the statements are true by using properties of the real numbers. $\frac{x}{y} z=x \frac{z}{y}$

Insert $<,>$, or $=$ in the appropriate space to make the following statements true.

$8\quad \quad10$

Determine whether each of the following statements is true or false.

$-2^n=(-2)^n$, if $n$ is an integer.