A card is chosen at random from the box containing 10 cards: 3 yellow, 4 red, 2 green, and 1 blue. Graph the probability distribution.

Let ${a_n}$ be a sequence of real numbers. Hence, we can also say that ${a_n}$ is a sequence of constant (degenerate) random variables. Let a be a real number. Show that $a _ { n } \rightarrow a$ is equivalent to $a _ { n } \stackrel { P } { \rightarrow } a$

Find each missing number. _ / -4 = -20

Does each sentence make sense? Explain. On a test, a student missed 12 items and correctly answered 96% of all items.

Solve the equation $-(d-4)=13$

The diameter of the big tractor tire was about 5 feet. As the tire rolled one full turn, the tire rolled about how many feet? Round the answer to the nearest foot. (Use 3.14 for

$$\pi$$

.)

Five students in a class of 27 students ate hamburgers for lunch. Suppose the teacher selects a student in the class at random and then selects another student at random. Success for each selection is selecting a student who ate a hamburger. Is this a binomial experiment? Explain.

A brand of automobile comes in five different styles, with four types of engines, with two types of transmissions, and in eight colors. How many autos would a dealer have to stock if he included one for each style–engine– transmission combination?

Suppose that $a_{n} / b_{n} \rightarrow 0$ in the comparison test, where $a_{n} \geq 0$ and $b_{n} \geq 0 .$ Prove that if

$$\sum b_{n}$$

converges, then

$$\sum a_{n}$$

converges.

What direct object pronoun is missing? -¿Vas a enviar la carta? -Sí, __________ eché al buzón hace una hora.

Goats or sheep make poor money because they a. are not portable. b. are not divisible. c. have no value. d. exist in almost unlimited quantities.

Determine the degree of each polynomial. $5 x ^ { 4 } z ^ { 3 } + 4 x z$

What is the size of the electric field inside any charged conductor?

To the nearest tenth of a percent, what is the probability that Terrell has more than 3 winning cards? Explain.