Prime Factorization
36 min 12 Examples
- What are factors? Prime and Composite Numbers? and How to use a factor tree?
- Find the integer factorization for each number (Examples #1-6)
- Find the prime factorization (Examples #7-10)
- Use reverse factorization to identify the original number (Examples #11-12)
Greatest Common Factor
42 min 10 Examples
- What is the GCF? How do we find the GCF?
- Find the GCF using both methods (Examples #1-2)
- Find the GCF of two numbers (Examples #3-4)
- Find the GCF of three numbers
- Identify the GCF using by listing factor or prime factorization (Examples #7-9)
- Find the greatest common factor of three variables (Example #10)
Least Common Multiple
37 min 10 Examples
- How do you find the LCM?
- Determine the LCM using both methods (Examples #1-2)
- Find the least common multiple for two or three numbers (Examples #3-8)
- Uncover the LCM for three numbers using prime factorization (Examples #9-10)
GCF and LCM
30 min 7 Examples
- How do you find the Greatest Common Factor and the Least Common Multiple?
- Find both the GCF and LCM (Examples #1-3)
- Determine the GCF and the LCM of three numbers (Examples #4-7)
Improper Fraction To Mixed Number
46 min 22 Examples
- What is a proper fraction, improper fraction, mixed number and whole number?
- How do you write an improper fraction as a mixed number?
- Write each improper fraction as a mixed or whole number (Examples #1-6)
- How do you write a mixed number as an improper fractions? (Examples #7-14)
- Finding equivalent whole numbers and fractions (Examples #15-19)
- Find the equivalent fraction (Examples #20-22)
Simplify Fractions
37 min 8 Examples
- How do we simplify fractions?
- Reduce each fraction to simplest terms (Examples #1-6)
- Write the fraction from the given table and reduce your answer (Examples #7-8)
Comparing Fractions
1 hr 12 min 17 Examples
- Least Common Denominator and Equivalent Fractions (Examples #1-3)
- Compare fractions by finding the LCD (Examples #4-7)
- Tips and Tricks for mixed numbers and improper fractions
- Comparison of improper fractions and mixed numbers (Examples #8-10)
- Compare each fraction using <,>,or = (Examples #11-14)
- Order the fractions from least to greatest (Examples #15-17)
Adding and Subtracting Fractions
1 hr 35 min 21 Examples
- How do you work with fractions?
- Fractions with common denominators and reduce to simplest terms (Examples #1-4)
- Using fractions with uncommon denominators and simplify results (Examples #5-8
- Solve two or more fractions and reduce to lowest terms(Examples #9-12)
- Calculate the mixed numbers and simplify results (Examples #13-16)
- Add or subtract fractions and whole numbers and reduce to simplest terms (Examples #17-18)
- Addition and Subtraction for three fractions as indicated and reduce to lowest terms (Example #19)
- Solve three fractions and leave in simplest terms (Examples #20-21)
Multiplying Fractions
1 hr 4 min 15 Examples
- Multiplication Notation, Area Models, and Steps for Finds Products of Fractions
- Find the product of two fractions and simplify the results (Examples #1-6)
- Solve three fractions and leave answer in lowest terms (Example #7-8)
- Multiplication of mixed numbers (Examples #9-11)
- Multiply the mixed number or whole numbers and simplify (Examples #12-13)
- Find the products of three mixed numbers and simplify answers (Examples #14-15)
Dividing Fractions
58 min 21 Examples
- Finding reciprocals and area models for division (Examples #1-6)
- How to divide fractions (Examples #7-10)
- Division with complex fractions (Examples #11-12)
- Solving mixed numbers (Examples #13-17)
- Split the fractions (Examples #18-19)
- Divide three fractions (Example #20)
- Perform the indicated operation with three fractions (Example #21)
Fraction to Decimal
1 hr 10 min 20 Examples
- How do we change fractions to decimals? (Examples #1-2)
- Write each number as a non-fraction (Examples #3-8)
- Why do we need to know how these operations?
- Approximate each fraction by rounding the indicated place value (Examples #9-10)
- Add by first changing the “number” into a decimal (Example #11)
- Perform the indicated operation (Examples #12-14)
- Write the correct comparison symbol (Examples #15-18)
- Order the “numbers” from least to greatest (Examples #19-20)
Decimal to Fraction
1 hr 26 min 22 Examples
- How do you convert?
- Write each number as a fraction in simplest terms (Examples #1-3)
- Record each problem as a fraction in lowest terms (Examples #4-6)
- How do you convert a repeating decimal into a fraction? (Example #7)
- Change the given statement into a fraction (Example #8-11)
- Convert the numbers into fractions (Examples #12-15)
- Perform the indicated operation by using the 3 step process (Examples #16-19)
- Write the correct comparison symbol by changing all problems (Examples #20-22)