Roger says that the equation x²-12x+36=0 has only one solution, Regina says Roger is wrong and that the fundamental theorem of a

Question

larisa86 [58]

2 years ago

7

Roger says that the equation x²-12x+36=0 has only one solution, Regina says Roger is wrong and that the fundamental theorem of a

lgebra guarantees that a quadratic equation must have two solutions. Who is correct and why?

Mathematics

1 answer:

solniwko [45] · Answer 1 · 2022-07-31T10:13:42+03:00

Answer:

The answer is that Regina is absolutely right

Step-by-step explanation:

Hello!

The answer is that Regina is absolutely right, this is because the fundamental theorem of algebra states that every polynomial equation has the same number of solutions as its highest exponent, for this case it is 2. Therefore, there are two values of X that cause the equation to result in zero