Find the solution to the linear system using determinants. Complete Steps 1 to 6 in order. All changes saved4. Step 3: Using the information provided, answer the question.Replace the first column of the coefficient matrix with the constant terms of the linear system and find adeterminant.|1 3det5 5= -1015det35 3-1015 3det15= -1015 3det5 3= -105. Step 1: Using the information provided, answer the question.Solution:O (5, –3)O (3, -5)O -3,5)O -5,3)(3, 5)6. Step 6: Using the information provided, answer the question.Find the g-value by dividing 6 by –2.y= -12y- 3O y=-13O y--3 Find the solution to the linear system using determinants. Complete Steps 1 to 6 in order.O D 1. Step 4: Using the information provided, answer the question.(22 + 3y = 14z + 5y = 5Find the -value by dividing -10 by -21.2 =O a = 5* = 20O * = -5W D 2. Step 2: Using the information provided, answer the question.Find the determinant of the coefficient matrix.O d12 3--2det a 5de13 2|-2det2-2A D 3. Step 5: Using the information provided, answer the question.Replace the second column of the coefficient matrix with the constant terms of the linear system and find thedeterminant.O delO dea s= 6= 6

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Replace the first column of the coefficient matrix with the constant terms of the linear system and find a determinant. det/ 31 = -10 5 5 |1 5 det 5 3 --10 5 3 det 1 5 =-10 5 3 det =-10 15 3 O D 5. Step 1: Using the information provided, answer the question. Solution: O (5, –3) O (3, -5) O (-3,5) O (-5,3) O (3,5) A D 6. Step 6: Using the information provided, answer the question. Find the g-value by dividing 6 by –2. O v=-12 O v-3 O y= O--3