Quiz: Understanding The Standards for Mathematical Practice

Which of the following best describes "Reason abstractly and quantitatively"? (Select one)

• Ignoring the context of a problem and focusing only on numbers

• Using symbols to represent real-world situations

• Solving problems through guesswork

• Avoiding real-life applications of math

True or False: When you "Model with mathematics," you only work with theoretical problems.

• True

• False

Which of the following are key aspects of "Attending to precision"? (Select all that apply)

• Using exact numbers and units

• Estimating roughly

• Clearly communicating your reasoning

• Ignoring small details

To make sense of problems and persevere in solving them, you should first (a)   the problem and identify key information.

What does it mean to "Construct viable arguments and critique the reasoning of others"? (Select one)

• Ignoring counterexamples

• Using logical reasoning and evidence

• Believing everything your classmates say

• Avoiding discussions about solutions

True or False: "Using appropriate tools strategically" means relying solely on technology.

• True

• False

What is an example of "Making use of structure"? (Select one)

• Skipping steps in problem-solving

• Recognizing patterns to simplify a problem

• Solving each problem in a different way

• Ignoring the organization of the problem

Which of the following practices are involved in "Making sense of problems and persevering in solving them"? (Select all that apply)

• Understanding the problem

• Planning a solution pathway

• Giving up if the problem seems too hard

• Monitoring and evaluating progress

Tags

CCSS.8.EE.C.7B

True or False: "Looking for and expressing regularity in repeated reasoning" means noticing repeated calculations and using shortcuts.

• True

• False

When constructing viable arguments, it's important to use definitions, previous results, and (a)   to support your reasoning.

Tags

CCSS.8.EE.C.7B