Numerical Expression in a sentence
Synonym: equation.
Meaning: a mathematical phrase that includes numbers
(1) The numerical expression 10 - 2^2 evaluates to 6.
(2) The numerical expression 2^3 + 5 evaluates to 13.
(3) A numerical expression can also include variables.
(4) The equation 3 + 4 is a simple numerical expression.
(5) The equation 3 + 4 is an example of a numerical expression.
(6) A numerical expression can also involve exponents, such as 2^3.
(7) A numerical expression can be used to represent real-life situations.
(8) The expression 3x^2 - 2y represents a quadratic numerical expression.
(9) The use of parentheses can change the value of a numerical expression.
(10) The sum of 10 and 7 can be written as the numerical expression 10 + 7.
Numerical Expression sentence
(11) The use of inequalities can be incorporated into a numerical expression.
(12) A numerical expression can also involve complex numbers, such as 3 + 4i.
(13) The expression 2x + 3y is a numerical expression that involves variables.
(14) A numerical expression can be written using mathematical symbols or words.
(15) A numerical expression can be represented graphically on a coordinate plane.
(16) A numerical expression can be used to calculate probabilities or percentages.
(17) The use of trigonometric functions can be included in a numerical expression.
(18) A numerical expression can be used to solve equations with multiple variables.
(19) The value of a numerical expression can be rounded to a specific decimal place.
(20) The order of operations must be followed when evaluating a numerical expression.
Numerical Expression make sentence
(21) The use of exponents and square roots can be included in a numerical expression.
(22) A numerical expression can be used to represent patterns or relationships in data.
(23) The numerical expression 2^3 represents the exponentiation of 2 to the power of 3.
(24) Evaluating a numerical expression requires applying the correct mathematical rules.
(25) The value of a numerical expression can be approximated using estimation techniques.
(26) A numerical expression can be used to determine the area or volume of geometric shapes.
(27) A numerical expression can be used to calculate the average or mean of a set of numbers.
(28) A numerical expression can also include parentheses to indicate the order of operations.
(29) The value of a numerical expression can change depending on the values of the variables involved.
(30) A numerical expression can be as simple as a single number or as complex as a multi-step equation.
Sentence of numerical expression
(31) When simplifying a numerical expression, it is important to follow the correct order of operations.
(32) The use of scientific notation can simplify a numerical expression with very large or small numbers.
(33) The value of a numerical expression can be calculated by performing the operations in the correct order.
(34) Simplifying a numerical expression involves combining like terms and performing the necessary operations.
(35) A numerical expression is a mathematical statement that contains only numbers and mathematical operations.
(36) The value of a numerical expression can be compared to other numerical expressions to determine relationships.
Numerical Expression meaning
Numerical expression is a term commonly used in mathematics to describe a combination of numbers, mathematical operations, and symbols that represent a mathematical relationship or equation. It is a fundamental concept that is essential for understanding and solving mathematical problems. In this article, we will explore various tips on how to effectively use the term "numerical expression" in a sentence.
1. Define the term: When introducing the term "numerical expression" in a sentence, it is crucial to provide a clear and concise definition.
For example, "A numerical expression is a mathematical phrase that contains numbers, operations, and symbols, representing a mathematical relationship or equation."
2. Contextualize the term: To enhance understanding, it is helpful to provide context or examples when using the term "numerical expression" in a sentence. For instance, "In algebra, students learn to simplify numerical expressions by combining like terms and performing the indicated operations."
3. Use it in a sentence: Incorporate the term "numerical expression" into a sentence that demonstrates its application.
For example, "To solve the problem, the student had to convert the word problem into a numerical expression and then evaluate it using the given values."
4. Explain its purpose: Elaborate on the purpose or significance of using numerical expressions in mathematics. For instance, "Numerical expressions allow mathematicians to represent real-world situations, perform calculations, and solve complex problems efficiently."
5. Highlight its components: Emphasize the key elements that make up a numerical expression, such as numbers, operations, and symbols.
For example, "In a numerical expression like 3x + 2y - 5, the numbers 3, 2, and 5 are coefficients, while x and y are variables."
6. Discuss its relationship with equations: Explain how numerical expressions are related to equations and how they differ. For instance, "While numerical expressions represent mathematical relationships, equations are statements that assert equality between two numerical expressions."
7. Provide examples: Offer specific examples of numerical expressions to illustrate their usage. For instance, "Examples of numerical expressions include 5 + 2, 3x - 7, and 2(4 + 6)."
8. Connect it to real-life scenarios: Relate the concept of numerical expressions to real-life situations to make it more relatable.
For example, "When calculating the total cost of groceries, one can use a numerical expression to represent the sum of individual item prices."
9. Discuss simplification and evaluation: Explain the process of simplifying and evaluating numerical expressions. For instance, "To simplify a numerical expression, combine like terms and perform the indicated operations. To evaluate it, substitute the given values for the variables and calculate the result."
10. Highlight common mistakes: Address common errors or misconceptions associated with numerical expressions.
For example, "One common mistake is to confuse numerical expressions with equations, leading to incorrect solutions."
In conclusion, the term "numerical expression" is a fundamental concept in mathematics. By following these tips, you can effectively incorporate this term into sentences, providing a clear understanding of its meaning, usage, and significance in mathematical contexts.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Numerical Expression. They do not represent the opinions of TranslateEN.com.