For what value of `lambda`is the function defined by `f(x)={lambda(x^2-2x), ifxlt=0 4x+1, ifx >0`continuous at `x = 0`? What about continuity at `x = 1`?

For what value of lambda is the function defined by f(x)={(lambda(x^2-2x),,,, if xle0),(4x+1,,,, if x>0):} continuous at x = 0 ? What about continuity at x = 1 ?

For what value of lambda is the function defined by f(x)={{:(lambda(x^(2)-2x)," if "x le 0),(4x+1," if "x gt 0):} continuous at x= 0? What about continuity at x =1?

For what value of lambda is the function defined by f(x)={{:(lambda(x^(2)-2x)," if "x le 0),(4x+1," if "x gt 0):} continuous at x= 0? What about continuity at x =1?

For what value of lambda is the function defined by f(x)={{:(lambda(x^(2)-2x)," if "x le 0),(4x+1," if "x gt 0):} continuous at x= 0? What about continuity at x =1?

For what value of lambda is the function defined by f(x)={{:(lambda(x^2 -2x)",",ifxle0),(4x +1",",ifx gt0):} continuous at x = 0 ?

For what value of lambda is the function defined by f(x)={lambda(x^(2)-2x),quad if x 0 continuous at x=0? What about continuity at x=1?

For what value of lamda is the function f(x)={{:(lamda(x^(2)-2x)", if "xle0),(4x+1", if "xgt0):} continuous at x=0 ? What about continuity at x=1 ?