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Simplifying 4b(b + 4) = o Reorder the terms: 4b(4 + b) = o (4 * 4b + b * 4b) = o (16b + 4b2) = o Solving 16b + 4b2 = o Solving for variable 'b'. Combine like terms: o + -1o = 0 16b + 4b2 + -1o = 0 The solution to this equation could not be determined.
| (-5,6),(7,-8)= | | (13,6),(3,-5)= | | (2,-1),(-8,-2)= | | (-6,-4),(4,1)= | | 3x+5=6x^2 | | (-3,10),(-3,7)= | | (9,8),(7,-8)= | | (5,2),(6,-2)= | | (6,1),(-6,1)= | | (-4,5),(-8,-5)= | | (5,-9),(3,-2)= | | 3sqrtx-1=4 | | (10,0),(-2,4)= | | (17,18),(18,17)= | | (-5,-8),(-8,1)= | | h(x)=2-sqrtx+1 | | -5+x= | | -3/4z=-21 | | (2,5),(-3,-5)= | | (4,6),(4,8)= | | (4,3.5),(-4,3.5)= | | (2,5),(6,2)= | | (1,-2),(6,2)= | | (4,-3),(8,-3)= | | (2,1),(8,9)= | | (-4,-1),(-4,-5)= | | (-4,-1),(-2,-5)= | | (4,9),(1,6)= | | 30+3(2^2-1)/2*5-7 | | 5x-3(6x+1)=-(13x+3) | | (x-7)+9=4 | | (4x+4)=12 |