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Math
Virginia Math
Grade 5: Computation and Estimation
Estimate the sum, difference, product, and quotient of whole numbers in contextual problems.
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sums, differences, and products do not exceed five digits;
factors do not exceed two digits by three digits;
divisors do not exceed two digits; or
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dividends do not exceed four digits.
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Interpret the quotient and remainder when solving a contextual problem.
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Determine the least common multiple of two numbers to find the least common denominator for two fractions.
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Estimate and determine the sum or difference of two fractions (proper or improper) and/or mixed numbers, having like and unlike denominators limited to 2, 3, 4, 5, 6, 8, 10, and 12 (e.g., 5/8 + 1/4, 4/5 – 2/3, 3 3/4 + 2 5/12), and simplify the resulting fraction.
- Add and subtract mixed numbers with unlike denominators (no regrouping)
- Add and subtract mixed numbers with unlike denominators (regrouping)
- Add fractions with unlike denominators
- Adding fractions with unlike denominators
- Adding mixed numbers with regrouping
- Adding mixed numbers: 19 3/18 + 18 2/3
- Order decimals
- Subtracting fractions with unlike denominators
- Subtracting fractions with unlike denominators
- Subtracting mixed numbers with regrouping (unlike denominators)
- Subtracting mixed numbers: 7 6/9 - 3 2/5
- Visually add and subtract fractions
- Visually adding fractions: 5/6+1/4
- Visually subtracting fractions: 3/4-5/8
Estimate and solve single-step and multistep contextual problems involving addition and subtraction with fractions (proper or improper) and/or mixed numbers having like and unlike denominators, with and without models. Denominators should be limited to 2, 3, 4, 5, 6, 8, 10, and 12. Answers should be expressed in simplest form.
Solve single-step contextual problems involving multiplication of a whole number, limited to 12 or less, and a proper fraction (e.g., 9 × 2/3, 8 × 3/4), with models. The denominator will be a factor of the whole number and answers should be expressed in simplest form.
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Apply estimation strategies (e.g., rounding to the nearest whole number, tenth or hundredth; compatible numbers, place value) to determine a reasonable solution for single-step and multistep contextual problems involving addition, subtraction, and multiplication of decimals, and single-step contextual problems involving division of decimals.
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a two-digit factor and a one-digit factor (e.g., 2.3 × 4; 0.08 × 0.9; .16 × 5);
a three-digit factor and a one-digit factor (e.g., 0.156 × 4, 3.28 × 7, 8.09 × 0.2); and
a two-digit factor and a two-digit factor (e.g., 0.85 × 3.7, 14 × 1.6, 9.2 × 3.5).
quotients do not exceed four digits with or without a decimal point;
- Basic multi-digit division
- Dividing by 2-digits: 7182÷42
- Dividing by 2-digits: 9815÷65
- Dividing by a 2-digits: 4781÷32
- Division by 2-digits
- Introduction to dividing by 2-digits
- Long division with remainders: 2292÷4
- Long division with remainders: 3771÷8
- Multiplying and dividing decimals by 10
- Multiplying and dividing decimals by 10, 100, 1000
quotients may include whole numbers, tenths, hundredths, or thousandths;
divisors are limited to a single digit whole number or a decimal expressed as tenths; and
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no more than one additional zero will need to be annexed.
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Solve single-step and multistep contextual problems involving addition, subtraction, and multiplication of decimals by applying strategies (e.g., estimation, modeling) and algorithms, including the standard algorithm.
Solve single-step contextual problems involving division with decimals by applying strategies (e.g., estimation, modeling) and algorithms, including the standard algorithm.
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expressions may contain no more than one set of parentheses;
simplification will be limited to five whole numbers and four operations in any combination of addition, subtraction, multiplication, or division;
whole numbers will be limited to two digits or less; and
expressions should not include braces, brackets, or fraction bars.
Given a whole number numerical expression involving more than one operation, describe which operation is completed first, which is second, and which is third.