Using the Thomas algorithm, if the ith unknown is i=Pi i+1+Qi. what – McqOptions

MCQOPTIONS

1.	Using the Thomas algorithm, if the ith unknown is i=Pi i+1+Qi. what is the last unknown value N equal to?
A.	0
B.	P<sub>N</sub>
C.	Q<sub>N</sub>
D.	1
Answer» D. 1

Discussion

No Comment Found

Related MCQs

Consider a system of equations where the ith equation is ai i=bi i+1+ci i-1+di. While solving this system using Thomas algorithm, we get i=Pi i+1+Qi. What are P1 and Q1?
After finding all the values of Pi and Qi, in which order are the values of i found?
While solving a system of equations with the Thomas algorithm, in which order are the values of Pi and Qi found?
Using the Thomas algorithm, if the ith unknown is i=Pi i+1+Qi. what is the last unknown value N equal to?
Let the ith equation of a system of n equations be ai i=bi i+1+ci i-1+di. Which of these is correct?
Consider a system of equations where the ith equation is ai i=bi (i+1)+ci (i+1)+di. While solving this system using Thomas algorithm, we get i=Pi (i+1)+Qi. What are Pi and Qi?
Thomas algorithm is _________
Thomas algorithm can be used to solve __________
Thomas algorithm is a ___________