CUET and UG exam CUET UG 2025 Mock Test Series Mathematics Limit and Continuity Continuity of a function
Let \(\rm f\left ( x \right )=\left\{\begin{matrix} ax^{2} &, & x<1\\ 2& ,& x=1\\ bx-2& , & x>1 \end{matrix}\right.\) Find the value of a and b for which the function is continuous at x = 1
1
2, 1
2
0, 3
3
2, 4
4
1, 1