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Q. 12

Expert-verifiedFound in: Page 889

Book edition
6th

Author(s)
Sullivan

Pages
1200 pages

ISBN
9780321795465

**True or False** Every polynomial function is continuous at every real number.

The statement is True.

Polynomial function is a function which has only non-negative integral powers of the variable in an equation.

So by the definition of the polynomial function, these functions does not have any critical points or the points which make it in indeterminant form. Thatswhy, All polynomial functions are continuous at every real number.

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