Lesson - Discrete and Continuous Random Variables

Presentation

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Mathematics

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12th Grade

•

Practice Problem

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Hard

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CCSS

6.NS.B.3

Standards-aligned

April Ranay

Used 8+ times

FREE Resource

4 Slides • 5 Questions

Multiple Choice

What distinguishes a discrete random variable from a continuous random variable?

The ability to take on any value within a given range

The ability to take on specific, distinct values

The ability to take on only odd values

The ability to take on imaginary values

Multiple Choice

In the example of household pets, what are the possible values that the random variable X can take on?

Colors of household pets

Sizes of household pets

Different types of household pets

Breeds of household pets

Multiple Choice

How are categorical variables related to discrete random variables?

They are completely unrelated

They are closely related

Categorical variables are continuous, not discrete

Categorical variables are always numerical

Multiple Choice

Why can a discrete random variable only take on integral values?

Because a discrete random variable represents countable outcomes

Because it can be any value

Because it can only be negative

Because it can only be positive

Multiple Choice

What is the main difference between a discrete random variable and a continuous random variable?

Discrete random variables can only take on specific, distinct values, while continuous random variables can take on any value within a certain range.

Discrete random variables are always negative, while continuous random variables are always positive

Discrete random variables and continuous random variables are the same

Discrete random variables can take on any value within a certain range, while continuous random variables can only take on specific, distinct values

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