Question

Which of the following are the factors of a trinomial
(a - b)2 - 17 (a - b) - 60 ?​

Answer 1

Answer:

separate (a-b) at front and separate 2-17-60 is trinomial multiply and get factor of trinomial.

Answer 2

The given question is Which of the following are the factors of a binomial(a - b)2 - 17 (a - b) - 60?

we have to find the value of the quadratic trinomial.

An equation that has only three variable terms followed by two variable terms and one variable term is called a Trinomial equation. This is known as a cubic equation.

A polynomial equation that has a degree of three is called a cubic polynomial equation

It is also called the trinomial polynomial equation.

This can be solved by the tree factorization or a factor method.

let a-b as x .rewrite the expression using x, we get

${x}^{2} - 17x - 60$

By tree factorisation method the answers will be

$(x - 20) \: and \: ( x+ 3)$

Therefore, the value of x will be 20 and -3.

# spj2

we can find similar questions through the link given below

https://brainly.in/question/40422555?referrer=searchResults