Marco's Drama class is performing a play. He wants to buy as many tickets as he can afford. If tickets cost $\$2.50$ each and he has $\$14.75$ to spend, hw many tickets can he buy? (A) 4 tickets (B) 0 tickets (C) 6 tickets (D) 5 tickets

Solve inequality. Graph the solution.

2(m - 3) + 7 < 21

The managers of a large company wished to know the percentage of employees who feel "extremely satisfied" to work there. The company has roughly 24,000 employees. They contacted a random sample of employees and asked them about their job satisfaction, obtaining 437 completed responses. The company's annual report states, "Our survey shows that 87.34% of our employees are 'very happy' working here." Comment on that claim. Use appropriate statistics terminology.

In the year of $2013$, there were $3344$ amusement parks and arcades. This decreased by $148$ by $2018$ . Write and evaluate an expression to find the number of amusement parks and arcades in $2018$.

Describe the solutions of $6 + y < 10$ in words. (F) The value of $y$ is less than or equal to 3 (G) The value of $y$ is a number less than 4 (H) The value of $y$ is a number equal to 3 (J) The value of $y$ is a number greater than 4

One day, 28 small and 12 large merchant spaces were rented. Another day, 30 small and 15 large spaces were rented. Write and evaluate an expression to show the total rent collected.

Which situation could be modeled by the equation |x-65|=3? (A) Two numbers on the number line are 65 units away from 3. B.The length of a carpet is 3 inches less than 65 inches. C.The maximum and minimum weights of wrestlers on the team are within 3 kg of 65 kg. D.The members of an exercise club for seniors are all between 63 and 67 years old.

Determine whether the points are coplanar.

$$(−4, 1, 0), (0, 1, 2), (4, 3, −1), (0, 0, 1)$$

Write a function in slope-intercept form whose graph satisfies the given conditions. Slope = -2, passing through (-4, 3)

(a) Why is Inez determined to set up Horace with Emily? (b) Why is Elizabeth determined to set up Emily with Horace? (c) Which qualities do Elizabeth and lnez seem to have in common?

For each of the following polynomials $\mathrm{f}(\mathrm{x}) \in Z 7[\mathrm{x}],$ determine all of the roots in Z7 and then write f(x) as a product of first-degree polynomials. a) f(x) = x3 + 5x2 + 2x + 6 b) f(x) = x7 – x

Find the probability and answer the questions. Men have XY (or YX) chromosomes and women have XX chromosomes. X-linked recessive genetic diseases (such as juvenile retinoschisis) occur when there is a defective X chromosome that occurs without a paired X chromosome that is not defective. In the following, represent a defective X chromosome with lowercase x, so a child with the xY or Yx pair of chromosomes will have the disease and a child with XX or XY or YX or xX or Xx will not have the disease. Each parent contributes one of the chromosomes to the child. If a father has the defective x chromosome and the mother has good XX chromosomes, what is the probability that a daughter will inherit the disease?

Now, complete the sentences below, using some of the words from the chart above. There may be more than one right answer.
La tarea de matemáticas es...

Solve the equation.

$$2 z ^ { 3 } - 200 z = 0$$