Asked by Linda
                Factor the trinomial. If the trinomial cannot be found, say so.
11m^2 + 14m - 16
I just want to make sure...would the answer be (11m-8)(m+2) ?
            
        11m^2 + 14m - 16
I just want to make sure...would the answer be (11m-8)(m+2) ?
Answers
                    Answered by
            Anonymous
            
    Solve quadratic equation:
11 m ^2 + 14m - 16 = 0
The solutions are:
m1 = -2
m2= 8/11
Use formula for factoring quadratic equation:
a m ^ 2 + b m + c = a(m - m1)(m - m2)
Where m1 and m2 are solutions of quadratic equation
In our case we have:
11 m^ 2 + 14 m - 16 = 11(m - (-2)) (m - 8/11) that is
11 m^ 2 + 14 m - 16 = 11(m + 2)(m - 8/11)
We can simplify this expression by multiply the second bracket by 11.
After multiplying we have:
11 m^ 2 + 14 m - 16 = ( m + 2 )( 11 m - 8 )
    
11 m ^2 + 14m - 16 = 0
The solutions are:
m1 = -2
m2= 8/11
Use formula for factoring quadratic equation:
a m ^ 2 + b m + c = a(m - m1)(m - m2)
Where m1 and m2 are solutions of quadratic equation
In our case we have:
11 m^ 2 + 14 m - 16 = 11(m - (-2)) (m - 8/11) that is
11 m^ 2 + 14 m - 16 = 11(m + 2)(m - 8/11)
We can simplify this expression by multiply the second bracket by 11.
After multiplying we have:
11 m^ 2 + 14 m - 16 = ( m + 2 )( 11 m - 8 )
                                                    There are no AI answers yet. The ability to request AI answers is coming soon!
                                            
                Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.