ALGEBRA - LESSON 33

Read the text and make notes in your notebook. How do you find the probability of two separate - or independent - events?

Read the text and make notes in your notebook. Notice that you still multiply the two events just like independent events! Select which example below are dependent events:

• Spinning a spinner (landing on 5) and flipping a coin (landing on tails)

• Rolling a 6 on a dice and drawing a king from a deck of cards

• drawing a red marble from a bag, then drawing another red marble from the bag again.

• drawing a blue marble from a bag, putting it back, then drawing another blue marble from the bag.

Read the table - make notes in your notebook. Notice that P(A), P(B), and P(A and B) are the same format as F(x). The "P" stands for "probability of" just like "F" stands for "function of". Explain what makes an event dependent:

Read the text, add notes in your notebook.

A bag contains 6 red marbles, 2 yellow marbles, and 1 blue marble. What are the odds of drawing a red marble? In this case, do not simplify.

Identify the set of events in the image: Type "INDEPENDENT" or "DEPENDENT" (make sure your spelling is correct)

Identify the set of events in the image: Type "INDEPENDENT" or "DEPENDENT" (make sure your spelling is correct)

Identify the set of events in the image: Type "INDEPENDENT" or "DEPENDENT" (make sure your spelling is correct)

Identify the set of events in the image: Type "INDEPENDENT" or "DEPENDENT" (make sure your spelling is correct)

Write your probability as a fraction.

Mathematical Equivalence

ON

A bag contains 4 red blocks and 3 blue blocks.

Mathematical Equivalence

ON