If the function `g(x) = {{:(k sqrt(x + 1)",", 0 le x le 3),(mx + 2",",3 lt x le 5):}` is differentiable, then the value of k + m is

if the function g(x)={{:(ksqrt(x+1)"," 0 le x le 3),(mx+2 "," 3 lt x le 5):} Is differentiable , then the value of k+m is :

If the function g(X) ={{:( ksqrt ( x+1), 0 le x le 3),( mx+2, 3 lt x le 5):} is differentiable , then the value of K+ m is

If the function g(x) = {(ksqrt(x+1) " when " 0 le x le 3),(mx + 2 " when " 3 lt x le 5):} is differentiable, then the value of (k+m) is -

If the function g(x) = {(ksqrt(x+1) " when " 0 le x le 3),(mx + 2 " when " 3 lt x le 5):} is differentiable, then the value of (k+m) is -

If the function g(x)={{:(,k sqrt(x+1),0 le x le3),(,mx+2,3lt xle5):} is differentiable, then the value of k+m is

If f(x) = {(3x-4,",",0 le x le 2),(2x+k,",",2 lt x le 3):} is continuous in [0,3], then the value of k is

If f(x) = {(3x-4,",",0 le x le 2),(2x+k,",",2 lt x le 3):} is continuous in [0,3], then the value of k is