SubArea: Limits and continuityLevel: BProject ID: 1003085502Accepted: 1Clonable: 0Easy: 1Determine the value of \( a \) (\(a\in\mathbb{R}\)) for which the function \( f(x)=\frac{ax}{x^2+a} \) is not continuous at \( x = -1 \).\( -1 \)\( 1 \)\( 0 \)\( 1\), \( -1 \)