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A card is selected at random from a standard deck. Find each probability.

(a) Randomly selecting a heart or a 3

(b) Randomly selecting a black suit or a king

(c) Randomly selecting a 5 or a face card.

How will you know when the sound card is properly in place?

A card is drawn from a standard deck, its suit is noted, and it is replaced. Then the deck is shuffled and a second card is drawn.

Use the formula for binomial probabilities to find the probability that exactly $1$ of the $2$ cards is a heart.

Respond using verbal or written explanations. What is a debit card?

You have 4 blue cards, 1 red card, and 3 green cards. You select a card at random, do not replace it, and select a second card.Find each probability. P(green, then red)

Refer to the description of a standard deck of $52$ cards and Figure $4$ on page $395$. An experiment consists of drawing $1$ card from a standard $52$-card deck. What is the probability of drawing

A six or club

Cierro McClendon is going to transfer a $\$ 3,500$ balance from one credit card to a new one. The credit card charges a $3 \%$ fee for balance transfers. What fee will he pay to transfer the balance?

Write each of the terms below on an index card, with definitions on the back.

Suppose that you randomly draw two cards, one at a time, without replacement.

$G_1=$ first card is green

$G_2=$ second card is green

Find $P\left(G_2 \mid G_1\right)$.

Consider the experiment of selecting a playing card from a deck of 52 playing cards. Each card corresponds to a sample point with a $1 / 52$ probability.

a. List the sample points in the event an ace is selected.

In this given problem, a single card is drawn from a standard deck of 52 cards. Use Figure 10.6.2 as an aid in finding the probability of the given event.

Drawing a black number card (2-10)

With a 52-card deck, what is the probability of drawing an ace or a 2 ?

How many hearts cards are in a standard 52 card deck?