dekartisa da polarul koordinatTa sistemebi - ieeetsu

0
3
C
4
1
0
0
3
2
0
0
0
3
0
0
0
0
1
3
D
4
1
3
6
3
2
5
9
2
3
7
12
1
4
savarjiSo
gansazRvreT matricebi, romelic Seiqmneba Semdegi funqciebis
moqmedebis Sedegad, Tu viciT, rom:
0
A
4
1
1. rot90(B)
2. rot90(A,3)
3. fliplr(A)
4. flipud(fliplr(B))
5. reshape(A,4,3)
6. reshape(A,6,2)
7. reshape(A,2,6)
8. reshape(flipud(B),8,2)
9. triu(B)
10. triu(B,-1)
11. tril(A,2)
1
3
2
0
5
3
3
0
0
1
3
B
4
1
3
6
3
2
5
9
2
3
0
12
1
4
brZanebebi da funqciebi
dot gvaZlevs ori veqtoris skalarul namravls
ones gvaZlevs erTianebisgan Sedgenil matricas
zeros gvaZlevs nulebisagan Semdgar matricas
eye iZleva erTeulovan matricas
det gamoiTvlis kvadratuli matricis determinants
inv gamoiTvlis kvadratuli matricis Sebrunebuls
diag amoiRebs matricis mTavari diagonalis elementebs
fliplr gadaabrunebs matricas marcxnidan marjvniv
flipud gadaabrunebs matricas zemodan qvemoT
reshape formas ucvlis matricas
rot90 Semoabrunebs matricas 90 gradusiT saaTis isris
sawinaaRmdegod
triu qmnis zeda samkuTxa matricas
tril qmnis qveda samkuTxa matricas