find the points of discontinuity of the function 'f' given by

f(x)={ |x|+3, x less than or equal to -3;

-2x, x greater than -3 and less than 3;

6x+2, x greater than 3;

Anwer needed ASAP...!!

Question

find the points of discontinuity of the function 'f' given
by
f(x)={ |x|+3, x less than or equal to -3;
-2x, x greater than -3 and less than 3;
6x+2, x greater than 3;
Anwer needed ASAP !!

Vipin Verma · Accepted Answer

f(x) = |x|+3 , x≤-3-2x ,-3 -3 , limx→-3+ -2x = 6 And value of f(x) at x =-3 is 0 Hence the limits are not equalHence at x =-3 the function is discontinuos When x <3 limx→3- -2x = -6 When x >3limx→3+6x +2 = 20And the value of function is 6x +2 = 20 at x = 3Hence Hence the limits are not equalHence at x =3 the function is discontinuos

find the points of discontinuity of the function 'f' given by f(x)={ |x|+3, x less than or equal to -3; -2x, x greater than -3 and less than 3; 6x+2, x greater than 3; Anwer needed ASAP...!!

find the points of discontinuity of the function 'f' given by

f(x)={ |x|+3, x less than or equal to -3;

-2x, x greater than -3 and less than 3;

6x+2, x greater than 3;

Anwer needed ASAP...!!