Math Foundations · MF.NS.6

Use divisibility rules, prime factorization, and factor structure to analyze and solve whole-number problems.

Use divisibility rules, prime factorization, and factor structure to analyze and solve whole-number problems.

Branded illustration for Use divisibility rules, prime factorization, and factor structure to analyze and solve whole-number problems.
Concept Number Sense
Domain Whole-Number Structure
Problem Types

Problem Templates In This Objective

12 problem types are attached to this objective. The full web app handles practice, answers, hints, and walkthroughs.

Template 1

Check divisibility with one rule

4 variants
Template 2

Classify a number as prime or composite

4 variants
Template 3

Find a prime factorization

4 variants
Template 4

Combine divisibility clues and factor structure

4 variants
Template 5

Check a no-leftovers context

4 variants
Template 6

Use prime factor structure for specified numeric outputs

4 variants
Template 7

Filter contextual choices by factor structure

4 variants
Template 8

Check a prime-structure claim

4 variants
Template 9

Translate a structure representation into standard form

4 variants
Template 10

Apply a named whole-number structure conclusion

4 variants
Template 11

Filter candidates by number-structure conditions

4 variants
Template 12

Choose a specified whole-number structure tool

4 variants