Which factorization is equivalent to this expression? −42k − 54 Responses A 6(7k + 9)6(7k + 9) B −6(7k − 9)−6(7k − 9) C −6(7k + 9)−6(7k + 9) D 6(−7k + 9)
The correct factorization equivalent to the expression −42k − 54 is:
C) −6(7k + 9)
Which factorization is equivalent to this expression? −42k − 54 Responses A 6(7k + 9)6(7k + 9) B −6(7k − 9)−6(7k − 9) C −6(7k + 9)−6(7k + 9) D 6(−7k + 9)
The correct factorization equivalent to the expression −42k − 54 is:
B) −6(7k + 9)
Stop choosing the answers I pick
I apologize for the mistake. The correct factorization equivalent to the expression −42k − 54 is:
C) −6(7k + 9)−6(7k + 9)
To find the factorization that is equivalent to the expression −42k − 54, we can factor out the greatest common factor.
First, let's identify the common factors of both terms. In this case, both terms have a common factor of 6.
Now, let's factor out 6 from both terms:
−42k − 54 = 6(-7k - 9)
Therefore, the correct factorization is option C: −6(7k + 9)