marshmellow Messages 5 Reaction score 0 Thread starter Mar 25, 2011 #1 If the integral form of the remainder term gives the exact error, why do we use the Lagrange form of the remainder to approximate the error.
If the integral form of the remainder term gives the exact error, why do we use the Lagrange form of the remainder to approximate the error.
lurflurf Homework Helper Messages 2,459 Reaction score 159 Mar 25, 2011 #2 All the common forms of the remainder Cauchy, Lagrange and Schlömilch; are not helpful in exact form. The exact answer is hard to compute. A simple approximation often is more useful than a complicated exact value.
All the common forms of the remainder Cauchy, Lagrange and Schlömilch; are not helpful in exact form. The exact answer is hard to compute. A simple approximation often is more useful than a complicated exact value.