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T_Challa_👑 9h ago • 0 views

Chance and Likelihood Worksheets for Grade 7 Students (Printable PDFs)

Hey there! 👋 Seventh grade math can be a bit tricky sometimes, especially when we're talking about chance and likelihood. But don't worry, I've got a cool worksheet to help you understand everything better! It's got vocab, fill-in-the-blanks, and even a critical thinking question to really get you thinking. Let's make math fun! 🤓
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📚 Topic Summary

Chance and likelihood deal with how probable an event is to occur. Chance refers to the possibility of something happening, while likelihood is a measure of how probable that event is. We often express likelihood as a fraction, decimal, or percentage. Understanding these concepts helps us make informed decisions and predictions about the world around us. For example, if you flip a fair coin, the chance of getting heads is 50%, meaning it is equally likely to get heads or tails.

In probability, we use terms like 'certain,' 'likely,' 'unlikely,' and 'impossible' to describe different levels of likelihood. A certain event has a 100% chance of occurring, while an impossible event has a 0% chance. Likelihood helps us quantify uncertainty and make predictions based on available information.

🧮 Part A: Vocabulary

Match the term with its definition:

Term Definition
1. Probability A. An event that will definitely happen.
2. Certain B. The chance that something will happen.
3. Impossible C. An event that has no chance of happening.
4. Likely D. Having a high probability of occurring.
5. Unlikely E. Having a low probability of occurring.

✍️ Part B: Fill in the Blanks

Complete the paragraph using the words: likely, chance, probability, impossible, and certain.

The measure of how probable an event is to occur is called __________. If an event has a high __________, it is said to be __________. On the other hand, an event with a 0% __________ of occurring is considered __________. An event that is __________ will definitely happen.

🤔 Part C: Critical Thinking

Describe a real-life situation where understanding chance and likelihood can help you make a better decision. Explain your reasoning.

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