Final answer:
The Square root property of equality tells us that if x^2 = b, then x is only equal to the negative square root of b. The statement is False.
Step-by-step explanation:
The Square root property of equality tells us that if x^2 = b, then x is only equal to the negative square root of b.
The statement is False.
The square root property of equality states that if x^2 = b, then x is equal to both the positive and negative square root of b. In other words, if x^2 = b, then x = ±√b. Both the positive and negative square roots satisfy the equation x^2 = b.