Q1) \(6w + 8 = 56,w = \) \(8\)
Q1) \( {w\over7}-5 = 3, w= \) \( 56\)
Q1) \( {z\over7}+7 = 9, z= \) \( 14\)
Q2) \(7z -5 = 51,z = \) \(8\)
Q2) \( {x\over6}+6 = 10, x= \) \( 24\)
Q2) \( {w\over2}-2 = 5, w= \) \( 14\)
Q3) \(3x + 4 = 34,x = \) \(10\)
Q3) \( {x\over5}+10 = 19, x= \) \( 45\)
Q3) \( {y\over10}+2 = 4, y= \) \( 20\)
Q4) \(4y -4 = 28,y = \) \(8\)
Q4) \( {z\over10}-7 = 1, z= \) \( 80\)
Q4) \(17w + 4 = 140,w = \) \(8\)
Q5) \(8y -7 = 41,y = \) \(6\)
Q5) \( {z\over6}+5 = 9, z= \) \( 24\)
Q5) \(18z -8 = 154,z = \) \(9\)
Q6) \(6y + 9 = 21,y = \) \(2\)
Q6) \( {y\over4}+6 = 16, y= \) \( 40\)
Q6) \(14y + 5 = 33,y = \) \(2\)
Q7) \(9z + 7 = 34,z = \) \(3\)
Q7) \( {z\over10}+10 = 12, z= \) \( 20\)
Q7) \(7x -5 = 16,x = \) \(3\)
Q8) \(10x + 2 = 42,x = \) \(4\)
Q8) \( {y\over3}+5 = 11, y= \) \( 18\)
Q8) \(16x + 2 = 50,x = \) \(3\)
Q9) \(9y -7 = 47,y = \) \(6\)
Q9) \( {w\over5}-4 = 2, w= \) \( 30\)
Q9) \(9z + 9 = 81,z = \) \(8\)
Q10) \(8w -6 = 26,w = \) \(4\)
Q10) \( {y\over4}+9 = 15, y= \) \( 24\)
Q10) \( {y\over2}+9 = 13, y= \) \( 8\)