B. Answering the following questions.
1. How do you factor polynomials? Discuss the mathematics concepts and principles applied when factoring polynomials.
2. What new realizations do you have about factoring polynomials? How would you connect this to real life? How would you use this in making decisions?
1. How do you factor polynomials? Discuss the mathematics concepts and principles applied when factoring polynomials.
2. What new realizations do you have about factoring polynomials? How would you connect this to real life? How would you use this in making decisions?
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Answer:
1. First, you need to convert the expression into its General form. Then, focus on the third term (c), find two values that when you multiply, the answer will be the value of c, and if you add, you must get the value of b. Third step, if you already determined the two values, separate the two into a binomial terms. In getting the factors, you must get the value of x. So, in getting the value of x, move the constant value into the other side of the equal sign (=), then sinplify. And done.
Step-by-step explanation:
Ikaw na bahala sa no. 2
pa-brainliest, thanks.
Answer:
1.Find the Greatest Common Factor (GCF) of a polynomial.1.Find the Greatest Common Factor (GCF) of a polynomial.
2.Factor out the GCF of a polynomial.
3.Factor a polynomial with four terms by grouping.
4.Factor a trinomial of the form trinomial.
5.Factor a trinomial of the form trinomial.
6.Indicate if a polynomial is a prime polynomial.
7.Factor a perfect square trinomial.
8.Factor a difference of squares.
9.Factor a sum or difference of cubes.
10.Apply the factoring strategy to factor a polynomial completely.
Step-by-step explanation:
Answer of number 1 this is only step by step