When the sum of square residual is 0, R2 is
A: Need more information to answer this question.
B: 1
C: 0
D: 0.5
When Sum of square residual SSE = 0
Then coefficient of determination R2 =
Option B
When the sum of square residual is 0, R2 is A: Need more information to answer...
Theory: A vector with nonnegative entries is called a probability vector if the sum of its entries is 1. A square matrix is called right stochastic matrix if its rows are probability vectors; a square matrix is called a left stochastic matrix if its columns are probability vectors; and a square matrix is called a doubly stochastic matrix if both the rows and the columns are probability vectors. **Write a MATLAB function function [S1,S2,P]=stochastic(A) which accepts a square matrix A...
Now, use the information in the table to sum these products. 0 4 or more 0.01 ) 0.47 0.33 0.16 0.03 0.33 0.32 0.09 xP(x μ XP(x) - 0 0.33 0.320.09 +0.04 0.78 So the expected value for the number of fish caught per fisherman is
HELP!! I need an answer ASAP Question: When is an intangible asset that is to be amortized considered as having a residual value other than $0? note: b. Provide your answer using complete statements and using proper grammar, punctuation, etc. c. Provide a proper reference from FASB Codification in proper form: xxx-xx-xx-xx or xxx-xx-xx
For (a, b), (c, d) E R2, define if b d This defines a metric on R2. (You need not check this now.) (a) Plot a few points in the plane, and find the distances between them, as mea- sured by de. Choose cases that you think will be illuminating b) Explain why this metric could be called the "lift" metric. (Think about trav- elling between floors in a hotel.) (c) i. Draw the open ball, centre (3, 0), radius...
In information theory Shannon entropy is defined by H(x) = -Sum(P(x)*log(P(x)) where P is probability mass function of random variable x, and log to base 2. Given loaded die with P(6)=0.5 and P(1)=P(2)=P(3)=P(4)=P(5), compute entropy of observed rolls 654266. Note: To answer the question you do not need to know any more information about Shannon entropy.
i need help with number 3&4 and the answer is in red i just need to know how to work the problem (a) y (b) y=-x3 + 6x2-9x + 3 2. The sum of two nonnegative numbers is 36 (a) Find the two numbers if the differ ence of their square roots is to be as large as possible. 0 and 36 (b) Find the two numbers if the sum of their square roots is to be as large as...
PHYSICS (2) LAB Name: QUIZ (6) Sec..... ID:..................... Answer the following questions 1- When the condition R1/R2 = R3/R4 is satisfied, the current in the galvanometer of Wheatstone bridge is a) 1 b) 0 C) min d) max 2- How much voltage needs to be dropped across resistor R. in order to make voltage Vis equal to zero? 35 VIX R $ 100 AV-B 6010 Rok a) 1 b) o c) 20V d) 9V 3- How much resistance must R....
Which of the following is not true of the residual sum of squares? a. It represents errors in prediction from the model b. It reflects individual differences in experimental performance that can't be explained by systematically-manipulated factors c. It reflects individual differences in experimental variance that can't be explained by systematically-manipulated factors d. It represents the degree of systematic manipulation applied to experimental factors
The Newton gravitational force F = Gm1m2/r2 is called an inverse square force. Which of the following would be the reason for it being called that? Input the letter corresponding to the correct answer in the format "X" where X is the letter corresponding to the correct answer choice. A. The formula contains a constant G. This is the reason. B. The Force depends linearly on any one of the masses, C. The Force varies as...
tks for the help (thumb) 7. (a) . Illustrate diagram the image of the unit square on a 1,0 y 1 {(r,y) 0 when transformed by T : R2 direction ii. From your diagram or otherwise specify R2, where T is a shear 2 units in the r 0 and T T ii. Let Ar denote the standard matrix of T. Give det Ar 1 geometrical why reason a . Give a geometrical description of the linear transformation S: R2...