ASVAB REAL COMBINED PACKAGE DEAL EXAMS 100% CORRECT
| ALREADY GRADED A+ | LATEST UPDATE 2026/2027
Composite number - ANSWER A number with more than two factors
Divided evenly by itself and 1
Prime number - ANSWER A whole number that has exactly two factors, 1 and itself.
Factorial - ANSWER Represented by an exclamation point(!)
Find the product(multiplying) a whole number and all the whole numbers less than it, down to 1.
Example: (6!) is 6x5x4x3x2x1=720
Adding and Subtracting Fractions - ANSWER · Least common multiple to make denominators the
same
•do the same to the top, that you did to the bottom
· Add together numerators, while keeping the denominators the same
· Simplify if needed
Example: 3/5 + 3/10
•multiple is 2: 5x2=10
•common denominator is 10 (3/10+3/10)
•multiply 3x2=6 (3/10+6/10)
•the numerators 3+6=9
ANSWER: 9/10
Multiplying Fractions - ANSWER 1. Multiply the numerators.
2. Multiply the denominators.
3. Simplify if needed
Example: 2/4x4/6= 8/24
8 divided by 4=2
24 divided by 4=6
ANSWER: 2/6
, Dividing Fractions - ANSWER Invert (reciprocal) the second fraction and multiply
Example: 1/3 divided by 2
1/3 multiplied by 1/2
ANSWER: 1/6
Converting Improper Fractions to Mixed Numbers - ANSWER divide the numerator by the
denominator.
7/2, ask "how many times can 7 go into 2 evenly?" ANSWER is 3. "how much is left over?" 1. the
remainder the the numerator of the fractional portion of the mixed number and the denominator
KEEP DENOMINATOR SAME
ANSWER: 3 1/2
Converting a Whole number into a fraction - ANSWER Multiply the whole number by the
denominator and add the numerator
KEEP DENOMINATOR SAME
7 2/3
7•3=21
21/3
Add 21+2
ANSWER: 23/3
Adding and subtracting decimals - ANSWER Line up the decimal points and proceed as usual
Multiplying Decimals - ANSWER 1. Multiple numbers as if whole numbers.
2. Then count total number of decimal places in the factors and add them (Ex: 2.2 and 2.33 has three
total decimal places)
3. Add the total number of Decimal places to product, counting left to right (Ex: 22*233 = 5126 -->
5.126 final ANSWER)
Showing comparisons with ratios - ANSWER 2:1 would be $2 for every $1
| ALREADY GRADED A+ | LATEST UPDATE 2026/2027
Composite number - ANSWER A number with more than two factors
Divided evenly by itself and 1
Prime number - ANSWER A whole number that has exactly two factors, 1 and itself.
Factorial - ANSWER Represented by an exclamation point(!)
Find the product(multiplying) a whole number and all the whole numbers less than it, down to 1.
Example: (6!) is 6x5x4x3x2x1=720
Adding and Subtracting Fractions - ANSWER · Least common multiple to make denominators the
same
•do the same to the top, that you did to the bottom
· Add together numerators, while keeping the denominators the same
· Simplify if needed
Example: 3/5 + 3/10
•multiple is 2: 5x2=10
•common denominator is 10 (3/10+3/10)
•multiply 3x2=6 (3/10+6/10)
•the numerators 3+6=9
ANSWER: 9/10
Multiplying Fractions - ANSWER 1. Multiply the numerators.
2. Multiply the denominators.
3. Simplify if needed
Example: 2/4x4/6= 8/24
8 divided by 4=2
24 divided by 4=6
ANSWER: 2/6
, Dividing Fractions - ANSWER Invert (reciprocal) the second fraction and multiply
Example: 1/3 divided by 2
1/3 multiplied by 1/2
ANSWER: 1/6
Converting Improper Fractions to Mixed Numbers - ANSWER divide the numerator by the
denominator.
7/2, ask "how many times can 7 go into 2 evenly?" ANSWER is 3. "how much is left over?" 1. the
remainder the the numerator of the fractional portion of the mixed number and the denominator
KEEP DENOMINATOR SAME
ANSWER: 3 1/2
Converting a Whole number into a fraction - ANSWER Multiply the whole number by the
denominator and add the numerator
KEEP DENOMINATOR SAME
7 2/3
7•3=21
21/3
Add 21+2
ANSWER: 23/3
Adding and subtracting decimals - ANSWER Line up the decimal points and proceed as usual
Multiplying Decimals - ANSWER 1. Multiple numbers as if whole numbers.
2. Then count total number of decimal places in the factors and add them (Ex: 2.2 and 2.33 has three
total decimal places)
3. Add the total number of Decimal places to product, counting left to right (Ex: 22*233 = 5126 -->
5.126 final ANSWER)
Showing comparisons with ratios - ANSWER 2:1 would be $2 for every $1
