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a binomial is an equation that has varibles connected with + or -

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How did Sir Isaac Newton contribute to algebra?

Binomial expansions and the binomial theorem,\.


What is binomial in algebra?

A number consisting of 2 integers


What is the definition of binomial?

It means that something has two parts.Specifically in algebra, a binomial is the sum of two monomials.


Why can't you use FOIL to multiply a binomial?

you can. i am in algebra II and that's what i was taught


What is a binomial in algebra?

A binomial is a polynomial with only two numbers, with at least one being a variable. Example: 2x + 6, 3x - 2, etc.


What fields of mathematics uses pascals triangle?

Pascal's Triangle is used in various fields of mathematics, including combinatorics, algebra, and number theory. In combinatorics, it provides a convenient way to calculate binomial coefficients, which are essential in counting combinations. In algebra, it aids in expanding binomial expressions through the Binomial Theorem. Additionally, it has connections to probability theory, such as in calculating probabilities in binomial distributions.


What is an example of a binomial?

y = 2x + 10Example of a Binomial: (4x+3y)a bionomal is an algebra two question an example would be 6b+5b=76lb. 2x + y


What Is an example of binomial?

y = 2x + 10Example of a Binomial: (4x+3y)a bionomal is an algebra two question an example would be 6b+5b=76lb. 2x + y


What is the easiest way to solve algebra?

The easiest way to solve an algebra problem is to work out the problem.


What Math word starts with a b?

One math word that starts with a "b" is "binomial." A binomial is a polynomial that contains two terms, typically expressed in the form of (a + b) or (a - b). It is often used in algebra and can be factored or expanded using the Binomial Theorem.


Why do you need to study binomial theorem?

Studying the binomial theorem is essential because it provides a powerful method for expanding expressions of the form (a + b)^n, enabling efficient calculations in algebra and combinatorics. It lays the groundwork for understanding probabilities, as it relates to binomial distributions, which model various real-world scenarios. Additionally, the theorem enhances problem-solving skills and is applicable in calculus, making it a vital concept in higher mathematics.


What is the answer to an algebra problem?

the solution