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Factor completely 3x2 + y. x(3x + y) y(3x2) xy(3x + 1) Prime
2 answers:
Answer:
Option (d) is correct.
The given polynomial is a prime polynomial.
Step-by-step explanation:
Given :
We have to factorize it completely.
Since , factorization is the process of reducing a given polynomial into a lower degree polynomial by taking common factors out into the simplest form.
Consider the given polynomial
Since the given polynomial do not have any term common in both terms .
So we cannot factorized it further.
So, the given polynomial is a prime polynomial.
Thus, Option (d) is correct.
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Answer:
The equation showing this situation is
Step-by-step explanation:
Given : A quadratic equation of the form has one real number solution.
To find : Which could be the equation?
Solution :
A quadratic equation in form has a solution
called a quadratic formula in which the roots are one real,two real or no real is determine by discriminant factor.
Discriminant is defined as to determine the number of roots in a quadratic equitation has following rules :
1) If there are two real roots.
2) If there are one real roots.
3) If there are no real roots.
According to question,
A quadratic equation of the form has one real number solution.
So, The equation showing this situation is