Why does it make sense to solve
the equation 15x2 - 45x = 0 using
factoring rather than the square-root method?
A 15 is a factor of both terms.
B) x is a factor of both terms.
C The right-hand side of the
equation is 0.
) Factoring is not a better choice than the square-root method.
A) 15 is a factor of both terms.
It makes sense to solve the equation using factoring because both terms have a common factor of 15. By factoring out the common factor, we can simplify the equation and efficiently solve for the value of x. The square-root method is not appropriate for this equation as it involves finding the square root of a non-square number, which is not necessary in this case.