Home
Class 12
MATHS
determinant of this matrix :((1^2016,2^2...

determinant of this matrix :`((1^2016,2^2016,3^2016,...2018^2016),(2^2016,3^2016,4^2016,...2019^2016),(3^2016,4^2016,5^2016,...2020^2016),(...2018^2016,....2019^2016,2020^2016,....4035^2016))`

Promotional Banner

Similar Questions

Explore conceptually related problems

The remainder when the determinant |[2014^(2014),2015^(2015),2016^(2016)],[(2017^(2017),2018^(2018),2019^(2019)],[2020^(2020),2021^(2021),2022^(2022)]| is divided by 5 is-

((1+i)^2016)/(1-i)^2014 =

((1+i)^2016)/((1-i)^2014)=

If A=[[-4,-13]] ,then the determinant of the matrix (A^(2016)-2A^(2015)-A^(2014)) is (A) 2014(B)-175(C)2016(D)-25

(1/2016)^0 =_____

Which term of the AP 20,16,….. Is -96 ?

Imaginary part of (sqrt3-i)^(2016)+(-sqrt3-i)^(2019) is