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Assuming an equation with one side as a squared variable expression and the other side as a numeric expression, which of the fo...Question
Assuming an equation with one side as a squared variable expression and the other side as a numeric expression, which of the following statements is correct? Choose ONE
Statement #1: If the numeric expression is zero, there are two solutions.
Statement #2: If the numeric expression is zero, there is one solution.
Statement #3: If the numeric expression is zero, there are no solutions.
Statement #1: If the numeric expression is zero, there are two solutions.
Statement #2: If the numeric expression is zero, there is one solution.
Statement #3: If the numeric expression is zero, there are no solutions.
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GPT-4o mini
The correct statement regarding an equation with a squared variable expression set equal to zero is:
**Statement #2: If the numeric expression is zero, there is one solution.**
This situation typically arises when you have an equation of the form \( x^2 = 0 \). In this case, the only solution is \( x = 0\), which counts as one unique solution.
**Statement #2: If the numeric expression is zero, there is one solution.**
This situation typically arises when you have an equation of the form \( x^2 = 0 \). In this case, the only solution is \( x = 0\), which counts as one unique solution.
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