Consider the function f(x)=exp(x). Let p in P2 be the interpolation polynomial for the data x=(0,1/2,1) and y= (exp(0),exp(1/2),exp(1)). Find the value | P(z)de, and enter the result as a decimal number rounded to at least 4 significant digits, i.e. as many zeros as needed, the first nonzero digit and at least three more digits. Example: • If you believe that the result is 0.0123123123, enter 0.01231 (or more digits). • If you believe that the result is 1.23123123, enter 1.231 (or more digits). Answer:

Consider the function f(x)=exp(x). Let p in P2 be the interpolation polynomial for the data x=(0,1/2,1) and y= (exp(0),exp(1/2),exp(1)). Find the value | P(z)de, and enter the result as a decimal number rounded to at least 4 significant digits, i.e. as many zeros as needed, the first nonzero digit and at least three more digits. Example: • If you believe that the result is 0.0123123123, enter 0.01231 (or more digits). • If you believe that the result is 1.23123123, enter 1.231 (or more digits). Answer:

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 91E

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