Let `f(x)={{:(3x-4",",0lexle2),(2x+l",",2ltxle9):}`
If is continuous at x=2, then what is the value of l ?

Let f(x)={{:(3x-4,0lexle2),(2x+1,2ltxle9):} If f is continuous at x = 2, then what is the value of l ?

If f(x)={{:(3x-4",",0lexle2),(2x+lamda",",2ltxle3):} is continouous at x=2, then what is the value of lamda ?

If f(x) ={(3x-4, 0lexle2),(2x+lambda, 2ltxle3):} is continuous at x = 2, then lambda =

Let f(x)={{:(3^x","-1lexle1),(4-x","1ltxle4):} then

Let f(x)={{:(3^x","-1lexle1),(4-x","1ltxle4):} then

If f(x)={(3x^2+12x-1,-1lexle2),(37-x,2ltxle3):}

If f(x)={{:(3x^(2)+12x-1",",-1lexle2),(37-x",",2ltxle3):} , Then

Let f(x)={[2-x,,-3lexle0],[x-2,,0ltxlt4]} then f'(x) is discontinuous at

The function f(x) Is defined as follows : f(x)={{:(x^(2)+ax+b" , "0lexlt2),(3x+2" , "2lexle4),(2ax+5b" , "4ltxle8):} . If f(x) is continuous on [0,8], find the values of 'a' and 'b'.

Let f(x)={{:((alphacotx)/(x)+(beta)/(x^(2))",",0ltxle1),((1)/(3)",",x=0):} If f(x) is continuous at x =0, then the value of alpha^(2)+beta^(2) is