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 _______ 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

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 _______ to support your reasoning.