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Page 1: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 2: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 3: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 4: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 5: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 6: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 7: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 8: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 9: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 10: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 11: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 12: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 13: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 14: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 15: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 16: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 17: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 18: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 19: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 20: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 21: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 22: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 23: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 24: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 25: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 26: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 27: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 28: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 29: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 30: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 31: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 32: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 33: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 34: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 35: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 36: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 37: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 38: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 39: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 40: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 41: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 42: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 43: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 44: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 45: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 46: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 47: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),
Page 48: hjini.tistory.comhjini.tistory.com/attachment/cfile5.uf@99B035335A2DFE36288D58.pdf · 1204 . tsinzdz=tsinz— 'cosxdxolki d eZsinz dz t cosxda o f(z)= (2 sin 2z—cos 2z) 1206 fl(z),

Lecture 4: Temperature2 10¡10comparedtotheothers). Puttingeverythingtogether,we ndthetotalheatcapacityforH 2is 1 Nk B C V= 3 |{2z} kinetic +2 1 ||{z}2} rotations +2 1 ||{z}2} vibrations

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K~n€¦ · Ka"z = 2z !.. !.. 2z z z 2z 1 1+1-1+1+1-1+1+··· ... and the determinant formula n (3.6) D.n = AnBn-l - BnAn-l = - f1 (-am) =1= O. m=l Hence, Sn is a nonsingular linear

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Chapter 3: Linear Algebra I. Solving sets of linear equations ex: solve for x, y, z. 3x + 5y + 2z = -4 2x + 9z = 12 4y + 2z = 3 (can solve longhand) (can

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Note: This chapter deals with sets of linear · Web view-x + 3y + z = 0-2x + 4y ( z = 0 3x ( y + 2z = 0 Example: 2x + y + 2z = 1 x ( 2y ( z = 0 3x ( y + z = 2 Note: One of the steps

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NAZIV * BREND CENA BEZ PDV-a 608-Z FAG 1,81 608-2Z …lagerlezajjal.rs/upload/doc/CENOVNIK INTERNET FAG I INA 12-16.pdf · naziv * brend cena bez pdv-a 608-z fag 1,81 608-2z fag 1,63

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THE CLASSIFICATION OF AUTOMORPHISM GROUPS OF … · be one of the groups Z=nZ (1 n 12, n6= 11), Z=2Z Z=2Z, D 3, D 4, D 6 or A 4; and give the list of the con gurations of singular

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