About This Chapter
PSAT Math: Numbers and Operations - Chapter Summary
This course covers the numbers and operations concepts that are necessary to for the PSAT math portion of the test. Our video lessons feature topics that include:
- Finding the greatest common factor, the prime factorization of a number and the least common multiple
- Working with percents, number lines, fractions and radicals
- Solving word problems
- Understanding the different types of numbers
- Classifying an arithmetic sequence
- Defining an absolute value
By following this lesson, you can develop a basic understanding of PSAT-level numbers and operations concepts through easy-to-follow video lessons. By following along with these lessons, you'll have a better chance at earning a high score on the PSAT exam. At the end of these lessons, you have the opportunity to receive immediate feedback by taking comprehension quizzes and answering practice questions.
PSAT Math Objectives
The PSAT math test has 48 questions that must be completed within 70 minutes. The following three areas are emphasized on the PSAT math test:
- Heart of Algebra
- Problem solving and data analysis
- Passport to Advanced Math
Scoring high on the PSAT math test means that you are ready to take the math portion on the SAT. The PSAT math test is tasked with helping you understand the question format and giving you an idea of what you can expect when you go to take the SAT math test. Taking the PSAT also means that you may gain entry to National Merit Scholarship Corporation (NMSC) scholarship programs, as well as be able to use their tools for career and college planning.
1. Scientific Notation: Definition and Examples
Scientific notation is a special way of writing numbers so they are easier to work with. This lesson will define scientific notations and show some examples of how to convert numbers from standard notation to scientific notation and back.
2. How to Find the Greatest Common Factor
If the factors of a number are the different numbers that you can multiply together to get that original number, then the greatest common factor of two numbers is just the biggest one that both have in common. See some examples of what I'm talking about here!
3. How to Find the Prime Factorization of a Number
The prime factorization of a number involves breaking that number down to its smallest parts. This lesson will show you two different ways to discover the prime factorization of any number.
4. How to Find the Least Common Multiple
The least common multiple of two numbers is the smallest number that can be divided evenly by your two original numbers. See some examples of what I'm talking about here!
5. Radicands and Radical Expressions
It's easy to see that funky radical symbol and panic just a little bit. There are so many rules that go along with it, it's hard to keep up with them all. This lesson will help by describing what you should do when you are faced with a square root.
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Other chapters within the PSAT Prep: Practice & Study Guide course
- PSAT: About the Test
- PSAT Writing: About the Writing & Language Test
- PSAT Writing: Sentence Clarity and Structure
- PSAT Writing Usage & Punctuation
- Word Use & Expressions in Writing
- Argument & Evidence Analysis in Writing
- About the PSAT Reading Test
- PSAT Reading: Reading Passages
- PSAT Reading: Understanding Reading Passages
- PSAT Reading: Interpretation & Analysis of Text
- Analyzing Data & Graphs in a Reading Passage
- PSAT Reading: Literary Terms
- Important U.S. Documents & Speeches
- Analyzing Words in Context while Reading
- PSAT Math: About the Math Test
- PSAT Math: Equations and Expressions
- PSAT Math: Quadratic Equations
- PSAT Math: Exponents
- PSAT Math: Rational Equations and Expressions
- PSAT Math: Inequalities
- PSAT Math: Functions
- PSAT Math: Ratios, Rates & Proportion
- PSAT Math: Geometry and Measurement
- PSAT Math: Triangles & Trigonometric Ratios
- PSAT Math: Data Analysis, Statistics and Probability
- PSAT Prep Flashcards