Let (bn) be a sequence and B = {bn | n ∈ N} be the set of terms of the sequence (bn). State whether the following statements are TRUE or FALSE. If TRUE provide a proof and if FALSE provide a counterexample. (1) If (bn) diverges, then B is unbounded. (2) If lim bn =… Continue reading Let (bn) be a sequence and B = {bn | n ∈ N} be the set of terms of the sequence
Category: Numerical Analysis
Please see attached. I need help with correcting this paper Instructor Notes a
Please see attached. I need help with correcting this paper Instructor Notes after Returning: Here are the problems I see: 1) The data should be real values, not percentages. In other words, 98% = 0.98, etc. 2) The hypothesis test asks whether the average is significantly different from 1, since we assume things acting perfectly… Continue reading Please see attached.
I need help with correcting this paper
Instructor Notes a
Please see attached. I need help with correcting this paper Instructor Notes a
Please see attached. I need help with correcting this paper Instructor Notes after Returning: Here are the problems I see: 1) The data should be real values, not percentages. In other words, 98% = 0.98, etc. 2) The hypothesis test asks whether the average is significantly different from 1, since we assume things acting perfectly… Continue reading Please see attached.
I need help with correcting this paper
Instructor Notes a