Posted by **Anonymous** on Saturday, February 2, 2013 at 7:35pm.

For the function f(x)= {x^2, if x<1

{2x+1, if x> than or equal to 1.

Is f(x) continuous at x=1. Explain.

## Answer This Question

## Related Questions

- Calculus (Continuity) - If the following function is continuous, what is the ...
- Calculus (Continuity) - If the following function is continuous, what is the ...
- Math (Calc.) - 1.Use the IVT to explain why the following is true. If f ...
- Calculus - Explain, using the theorems, why the function is continuous at every ...
- logic and math - Write the reciprocal and the anti-reciprocal of: That a ...
- logic-math - Write the reciprocal and the anti-reciprocal of: That a ...
- calculus - f(x) = (x^2 - 4)/(x-2) if x not equal to 2 f(x) = k if x = 2 for ...
- Calculus - COnsider g(x)=(8)/(x-6) on (6,13) (a) Is this function continuous on ...
- Calculus - COnsider g(x)=(8)/(x-6) on (6,13) (a) Is this function continuous on ...
- Calculus - COnsider g(x)=(8)/(x-6) on (6,13) (a) Is this function continuous on ...

More Related Questions