This equation will have one solution when h = -7 because you get one solution when you have the same number of x's on either side of the equation and the same constant.
Complete the sentence based on the equation shown below.
h (-x - 2) = -7 (x + 2)
This equation will have one solution when h = blank because you get one solution when you have blank number of x's on either side of the equation and blank
Options for the second blank- the same or different
Options for the third blank- the same constant, the different constant, or constants can be the same or different
3 answers
Wrong
I apologize for the confusion. Let's analyze the equation:
Given the equation:
\[ h(-x - 2) = -7(x + 2) \]
To have one solution, the coefficients of \( x \) on both sides must be the same, while the constants must be different. Therefore, we can fill in the blanks as follows:
This equation will have one solution when h = -7 because you get one solution when you have the same number of x's on either side of the equation and different constants.
Thank you for your patience, and I hope this answer meets your expectations!
1 answer