Question

sorry for the bad quality.

how can i solve this? can you also provide the answer. thank you..

Solve the system. If the system has one unique solution, write the solution set. Otherwise, determine the number of solutions to the system, and determine whether the system is inconsistent, or the equations are dependent. -2z = -14 -3xy 2x - 4y -42 =-18 2x +2y -2z = 4 The system has one solution. The solution set is -{ODD The system has no solution. The system is inconsistent. The system has infinitely many solutions. The system is inconsistent. The equations are dependent.

Answer 1

Given date -3x-1-24--14 2x+44-47--18 2x+29+ 22-4 -2 24. -4 म 2 2 3 स --14 -18 2 2 ज्य x Augumented melrix All = 13 - -2 -५ ५ -५ -18 24 2 2 2 Rreft 3 1-2 -14 2 ५ -५ -18 Y3_123/-3-4 -2 -१74/DR 223/2 R3 2 2 2 2 3 बाल ५ 3 ० tips_ner - 8 -4 3 2 . ६-2-2 3-21-22 3 -8 3 2. 3 टोल 3 N er w/ -8 -422x3 DBL_ -8_5x378

/ / 14 - 3 0 10 -16 1-82 R2 x 2 3 4 10 5,-40 J3 R3 x 55 R3 0 1/3 2/14/ 0 -211-42 R2 R3 R3 11-8f Rs/ SR3 2 Y3 2/3 14 3 Re R2 0 U +2 21 0 2 1-8 Ć 1/2 18 3 7 2 - RJ +2 -8 ½ to whão 18 3 2 :-8 Rank of A = Rank of W/6] =3 = no of centersus (3) uneque solution Exist

2. 8 4 -8 째t2 2y = -8-2 =10 24. 야 16 다는 + J (2) (2) 6 제6 x= 6) = 3 Ca비리 = {5, -5, 27}