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Compound Probability worksheet with questions involving spinners and marbles.

A math worksheet titled "Compound Probability" with 10 questions, featuring a spinner divided into four colored sections (red, yellow, green, blue) and a bag of marbles with red, green, and blue marbles. The questions involve calculating probabilities of compound events.

A math worksheet titled "Compound Probability" with 10 questions, featuring a spinner divided into four colored sections (red, yellow, green, blue) and a bag of marbles with red, green, and blue marbles. The questions involve calculating probabilities of compound events.

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Show Answer Key & Explanations Step-by-step solution for: 50+ Probability of Compound Events worksheets for 6th Grade on ...
Let’s solve each question one by one with clear explanations.

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Question 1:

> Ricardo has the spinner pictured here and a bag of marbles filled with 2 red marbles, 3 green marbles, and 3 blue marbles. What is the probability that Ricardo spins red on the spinner and picks a red marble out of the bag?

Step 1: Analyze the spinner.

The spinner is divided into 4 equal sections: red, yellow, blue, green.

→ So, probability of spinning red = 1/4

Step 2: Analyze the marbles.

Total marbles = 2 red + 3 green + 3 blue = 8 marbles

→ Probability of picking a red marble = 2/8 = 1/4

Step 3: Since both events must happen (AND), multiply the probabilities.

P(red spin AND red marble) = (1/4) × (1/4) = 1/16

Answer: D) 1/16

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Question 2:

> How many outcomes are there with tossing a coin and rolling a die?

A coin has 2 outcomes: Heads or Tails.

A standard die has 6 outcomes: 1, 2, 3, 4, 5, 6.

Since these are independent events, total outcomes = 2 × 6 = 12

Answer: D) 12

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Question 3:

> What is the probability of picking a blue marble, putting it back in the bag, then picking a red marble?

First, count the marbles from the image:

Looking at the bag: There are 4 blue and 3 red marbles → Total = 7 marbles

“Putting it back” means this is with replacement, so probabilities don’t change.

→ P(blue first) = 4/7

→ P(red second) = 3/7

Since both must happen (AND), multiply:

(4/7) × (3/7)

Answer: C) 4/7 × 3/7

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Question 4:

> If you spin two times, what is the probability of landing on green both times?

Look at the spinner: It’s divided into 6 equal sections.

Colors: Blue, Red, Green, Yellow, Red, Blue → So green appears once.

→ P(green on one spin) = 1/6

Spinning twice, independently, and wanting green both times:

P(green both times) = (1/6) × (1/6) = 1/36

⚠️ But wait — the question doesn’t list answer choices for #4 in your image. However, since you only asked to solve the problem, we’ll state the correct probability.

Final Answer for Q4: 1/36

*(Note: If the spinner had more green sections, the probability would change. Based on the image, green appears only once out of six.)*

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## Final Answers:

1. D) 1/16
2. D) 12
3. C) 4/7 × 3/7
4. 1/36 (not listed in options, but mathematically correct based on image)

Let me know if you want help with questions 5–10 too!
Parent Tip: Review the logic above to help your child master the concept of probability worksheet 6.
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