Smitarani Swain posted an Question

January 19, 2022 • 01:11 am 30 points

A bound for the error for the trapezoidal rule for the definite integral dx s (question id = 215o] [option td = 8500] 25 opbon 1d = 85s7 [option id = 8598] 20 (

A bound for the error for the trapezoidal rule for the definite integral dx s (Question ID = 215o] [Option tD = 8500] 25 Opbon 1D = 85S7 [Option ID = 8598] 20 (opbon ID = 8599] Corect Answer : [Opion ID = 8600] 34) Exact value of the definite integral fx)dx using Simpson's ule [Question ID = 2152] cannot be given for any polynomialopbon ID - s608] ,is given when fx) is a polynomial of degree 4. option ID = 8605] 15 given when f(x) is a polynomial of degree 5. [Option ID 8607] Is given when f(x) is a polynomial of degree 3. (Option ID 8606) Correct Answer :- is given when f(x) is a polynomial of degree 3. [Option 1D 8606] 35) Letp be a prime and let G be a non-abelian p-group. The least value of m such that ph\o( is [Question ID 2121] 10 [Option 1D 2. 1 [Opton ID = 8482] 3. 3 [Opbon ID = 8484] 4. 2 [Option ID = 8483] 8481] Correct Answer- -O[Option ID = 8481] oIf is Euler's Phi function then the value of p(720) is [Question ID = 2114] 1. 248 [Opbion ID 8456] 2. 144 [Option ID = 8453] 3. 192 [Opbion ID = 8454] 4. 72 [Option 1D = 8455] Correct Answer:-

• 0 Likes
• 1 Comments
• 0 Shares