Trinomial in a sentence
Synonym: polynomial.
Meaning: An algebraic expression consisting of three terms.
(1) The trinomial equation had three terms.
(2) The trinomial equation had a linear term.
(3) The trinomial equation had a quadratic term.
(4) The product of two binomials is a trinomial.
(5) A trinomial is a polynomial with three terms.
(6) The trinomial expression had a constant term.
(7) The trinomial equation had a degree of three.
(8) The trinomial expression had a variable term.
(9) The trinomial function had multiple variables.
(10) The trinomial is factorable into two binomials.
Trinomial sentence
(11) The trinomial equation was challenging to solve.
(12) The trinomial expression had a leading coefficient.
(13) Let's factorize this trinomial by means of grouping.
(14) The trinomial is factorable by completing the square.
(15) Factorize by means of the trinomial factoring method.
(16) We learned about trinomial expressions in algebra class.
(17) Factorize under the binomial to simplify this trinomial.
(18) The trinomial expression had a coefficient for each term.
(19) The trinomial equation had a linear term with a variable.
(20) The trinomial expression had a variable raised to a power.
Trinomial make sentence
(21) Factorizing through will help us factorize this trinomial.
(22) I will teach you how to factorise this trinomial equation.
(23) The trinomial is factorable into a binomial and a monomial.
(24) We used the quadratic formula to solve the trinomial equation.
(25) Factorize over the trinomial expression to solve the equation.
(26) Factorize round the trinomial expression to solve the equation.
(27) The trinomial is factorable by using the sum and product method.
(28) The trinomial is factorable by using the trial and error method.
(29) The trinomial expression had a variable term with a coefficient.
(30) The trinomial expression had a quadratic term with a coefficient.
Sentence of trinomial
(31) We can factorize this trinomial in place of using the FOIL method.
(32) The trinomial equation had a degree that determined its complexity.
(33) The trinomial is factorable by using the difference of cubes method.
(34) Factorize except when the equation has a perfect cube trinomial form.
(35) Let's factorize this trinomial expression using the quadratic formula.
(36) The trinomial equation had a constant term that could be factored out.
(37) The quadratic function y = x^2 - 4x + 4 is a perfect square trinomial.
(38) When factoring a trinomial, you should factorize from the middle term.
(39) The trinomial expression was simplified using the distributive property.
(40) We used the completing the square method to solve the trinomial equation.
Trinomial meaningful sentence
(41) Factorize over the quadratic trinomial to find the roots of the equation.
(42) Factorize with the quadratic trinomial method to solve certain equations.
(43) It's difficult to factorize this trinomial without using the FOIL method.
(44) Let's factorize this equation by means of the quadratic trinomial formula.
(45) We used the quadratic formula to find the roots of the trinomial equation.
(46) Factorize by means of the method of factoring by perfect square trinomial.
(47) We can factorize by means of the method of factoring by quadratic trinomial.
(48) You should factorize except when the equation is a perfect square trinomial.
(49) We can factorize this expression by means of the perfect cube trinomial formula.
(50) We can factorize this expression by means of the perfect square trinomial formula.
Trinomial sentence examples
(51) It's easier to factorize from a perfect square trinomial than a regular trinomial.
(52) We can factorize by means of the method of completing the perfect square trinomial.
(53) The trinomial was factorable into two binomials, which made it easier to work with.
(54) The trinomial expression had a constant term that could be combined with other terms.
(55) You can factorize on the trinomial to solve the equation using the quadratic formula.
(56) The formula for squaring a trinomial involves expanding it using the distributive property.
Trinomial meaning
Trinomial is a mathematical term that refers to an algebraic expression consisting of three terms. It is commonly used in various branches of mathematics, including algebra, calculus, and statistics. In this article, we will explore different tips and examples on how to use the word "trinomial" or the phrase "trinomial expression" effectively in sentences.
1. Definition and Context: When using the word "trinomial" or the phrase "trinomial expression" in a sentence, it is essential to provide a clear definition or context to ensure the reader understands its meaning. For instance: - "A trinomial is a mathematical expression consisting of three terms." - "In algebra, a trinomial expression is often used to represent polynomial equations."
2. Mathematical Examples: To illustrate the concept of a trinomial, it is helpful to provide mathematical examples in your sentences. This will enhance the reader's understanding and demonstrate the practical application of the term. Here are a few examples: - "To solve the quadratic equation, we need to factorize the trinomial expression." - "The trinomial x^2 + 3x - 2 can be simplified by factoring it into two binomials."
3. Real-Life Applications: To make the usage of "trinomial" or "trinomial expression" more relatable, you can provide real-life applications or scenarios where this mathematical concept is relevant. This will engage the reader and demonstrate the practicality of understanding trinomials. Consider the following examples: - "In economics, trinomial models are used to analyze the behavior of stock prices." - "Trinomial regression is a statistical technique employed in social sciences to predict outcomes based on three independent variables."
4. Problem-Solving: When discussing trinomials, it is beneficial to include problem-solving examples to showcase how they are used to solve mathematical equations. This will help the reader grasp the practicality of trinomials in mathematical problem-solving. Here are a couple of examples: - "To find the roots of the quadratic equation, we can apply the quadratic formula to the trinomial expression." - "By factoring the trinomial expression, we can determine the values of x that satisfy the equation."
5. Comparisons and Contrasts: To further enhance the reader's understanding, you can compare and contrast trinomials with other mathematical concepts. This will highlight the unique characteristics and importance of trinomials in various mathematical contexts. Consider the following examples: - "Unlike binomials, which consist of two terms, trinomials provide a more comprehensive representation of mathematical relationships." - "Compared to monomials, which have only one term, trinomials allow for more complex mathematical expressions."
In conclusion, using the word "trinomial" or the phrase "trinomial expression" effectively in sentences requires providing a clear definition, offering mathematical examples, showcasing real-life applications, incorporating problem-solving scenarios, and making comparisons and contrasts. By following these tips, you can effectively communicate the concept of trinomials and their significance in various mathematical contexts.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Trinomial. They do not represent the opinions of TranslateEN.com.