Answer:
No real solution.
Step-by-step explanation:
We have to solve for the equation:
[tex]3(w+7)^2=-72[/tex]
Now, this can be re-written as:
[tex]3(w+7)^2=-72\\=\left(w+7\right)^2=-24[/tex]
So here we see that the left side of the equation is always a positive term, whereas the right side of the equation is the negative term.
So here we will never get a real value of w.
This is because the square root of the negative term is a complex number.
So here there is no real solution of the given equation.
