If it's not what You are looking for type in the equation solver your own equation and let us solve it.
Simplifying 283(x + -24(234 + -1x))(x + -24) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283(x + (234 * -24 + -1x * -24))(x + -24) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283(x + (-5616 + 24x))(x + -24) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Reorder the terms: 283(-5616 + x + 24x)(x + -24) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Combine like terms: x + 24x = 25x 283(-5616 + 25x)(x + -24) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Reorder the terms: 283(-5616 + 25x)(-24 + x) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Multiply (-5616 + 25x) * (-24 + x) 283(-5616(-24 + x) + 25x * (-24 + x)) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283((-24 * -5616 + x * -5616) + 25x * (-24 + x)) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283((134784 + -5616x) + 25x * (-24 + x)) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283(134784 + -5616x + (-24 * 25x + x * 25x)) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) 283(134784 + -5616x + (-600x + 25x2)) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Combine like terms: -5616x + -600x = -6216x 283(134784 + -6216x + 25x2) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) (134784 * 283 + -6216x * 283 + 25x2 * 283) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) (38143872 + -1759128x + 7075x2) = 2x(45021 + -41234)(45021 + 41234) + -1x(4 + -4x) Combine like terms: 45021 + -41234 = 3787 38143872 + -1759128x + 7075x2 = 2x(3787)(45021 + 41234) + -1x(4 + -4x) Combine like terms: 45021 + 41234 = 86255 38143872 + -1759128x + 7075x2 = 2x * 3787(86255) + -1x(4 + -4x) Reorder the terms for easier multiplication: 38143872 + -1759128x + 7075x2 = 2 * 3787 * 86255x + -1x(4 + -4x) Multiply 2 * 3787 38143872 + -1759128x + 7075x2 = 7574 * 86255x + -1x(4 + -4x) Multiply 7574 * 86255 38143872 + -1759128x + 7075x2 = 653295370x + -1x(4 + -4x) 38143872 + -1759128x + 7075x2 = 653295370x + (4 * -1x + -4x * -1x) 38143872 + -1759128x + 7075x2 = 653295370x + (-4x + 4x2) Combine like terms: 653295370x + -4x = 653295366x 38143872 + -1759128x + 7075x2 = 653295366x + 4x2 Solving 38143872 + -1759128x + 7075x2 = 653295366x + 4x2 Solving for variable 'x'. Reorder the terms: 38143872 + -1759128x + -653295366x + 7075x2 + -4x2 = 653295366x + 4x2 + -653295366x + -4x2 Combine like terms: -1759128x + -653295366x = -655054494x 38143872 + -655054494x + 7075x2 + -4x2 = 653295366x + 4x2 + -653295366x + -4x2 Combine like terms: 7075x2 + -4x2 = 7071x2 38143872 + -655054494x + 7071x2 = 653295366x + 4x2 + -653295366x + -4x2 Reorder the terms: 38143872 + -655054494x + 7071x2 = 653295366x + -653295366x + 4x2 + -4x2 Combine like terms: 653295366x + -653295366x = 0 38143872 + -655054494x + 7071x2 = 0 + 4x2 + -4x2 38143872 + -655054494x + 7071x2 = 4x2 + -4x2 Combine like terms: 4x2 + -4x2 = 0 38143872 + -655054494x + 7071x2 = 0 Factor out the Greatest Common Factor (GCF), '3'. 3(12714624 + -218351498x + 2357x2) = 0 Ignore the factor 3.Subproblem 1
Set the factor '(12714624 + -218351498x + 2357x2)' equal to zero and attempt to solve: Simplifying 12714624 + -218351498x + 2357x2 = 0 Solving 12714624 + -218351498x + 2357x2 = 0 Begin completing the square. Divide all terms by 2357 the coefficient of the squared term: Divide each side by '2357'. 5394.409843 + -92639.58337x + x2 = 0 Move the constant term to the right: Add '-5394.409843' to each side of the equation. 5394.409843 + -92639.58337x + -5394.409843 + x2 = 0 + -5394.409843 Reorder the terms: 5394.409843 + -5394.409843 + -92639.58337x + x2 = 0 + -5394.409843 Combine like terms: 5394.409843 + -5394.409843 = 0.000000 0.000000 + -92639.58337x + x2 = 0 + -5394.409843 -92639.58337x + x2 = 0 + -5394.409843 Combine like terms: 0 + -5394.409843 = -5394.409843 -92639.58337x + x2 = -5394.409843 The x term is -92639.58337x. Take half its coefficient (-46319.79169). Square it (2145523102) and add it to both sides. Add '2145523102' to each side of the equation. -92639.58337x + 2145523102 + x2 = -5394.409843 + 2145523102 Reorder the terms: 2145523102 + -92639.58337x + x2 = -5394.409843 + 2145523102 Combine like terms: -5394.409843 + 2145523102 = 2145517707.590157 2145523102 + -92639.58337x + x2 = 2145517707.590157 Factor a perfect square on the left side: (x + -46319.79169)(x + -46319.79169) = 2145517707.590157 Calculate the square root of the right side: 46319.733457676 Break this problem into two subproblems by setting (x + -46319.79169) equal to 46319.733457676 and -46319.733457676.Subproblem 1
x + -46319.79169 = 46319.733457676 Simplifying x + -46319.79169 = 46319.733457676 Reorder the terms: -46319.79169 + x = 46319.733457676 Solving -46319.79169 + x = 46319.733457676 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '46319.79169' to each side of the equation. -46319.79169 + 46319.79169 + x = 46319.733457676 + 46319.79169 Combine like terms: -46319.79169 + 46319.79169 = 0.00000 0.00000 + x = 46319.733457676 + 46319.79169 x = 46319.733457676 + 46319.79169 Combine like terms: 46319.733457676 + 46319.79169 = 92639.525147676 x = 92639.525147676 Simplifying x = 92639.525147676Subproblem 2
x + -46319.79169 = -46319.733457676 Simplifying x + -46319.79169 = -46319.733457676 Reorder the terms: -46319.79169 + x = -46319.733457676 Solving -46319.79169 + x = -46319.733457676 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '46319.79169' to each side of the equation. -46319.79169 + 46319.79169 + x = -46319.733457676 + 46319.79169 Combine like terms: -46319.79169 + 46319.79169 = 0.00000 0.00000 + x = -46319.733457676 + 46319.79169 x = -46319.733457676 + 46319.79169 Combine like terms: -46319.733457676 + 46319.79169 = 0.058232324 x = 0.058232324 Simplifying x = 0.058232324Solution
The solution to the problem is based on the solutions from the subproblems. x = {92639.525147676, 0.058232324}Solution
x = {92639.525147676, 0.058232324}
| 1y+3xy= | | x^8(x+2)+3(x+2)= | | 7(p-2)=8(p+7)+4p | | n-12=-23 | | 4ab+8=9a | | x-4/4-5x/3/32=7/16-5x/8 | | (3xy+3)(XY)= | | -13=-7+a | | -8=8(2p+5) | | x^2-14+5(x-121(21-x))=3(x-24)+41-x(24-1(41-313)) | | (6x+7)(x^2-4x+4)= | | 9x-2y=-8 | | -7=x/18 | | X-4/x-5=6/5-x | | -1=-5(4x+2)+21x | | 4x^2/3-5=11 | | 3x+5=75-7x | | 8(5-8x)-8=1-64x | | n/15=16 | | -1=m-10 | | 6=k-14 | | -39-k=-8(7-2k) | | -38-k=-8(7-2k) | | 0.11x+0.2(x-5)=0.01(3x-5) | | (4x-8)=(8y-12) | | 2x+28=-2+8(2x-5) | | x-2=-4x+7 | | 2-x=5/9 | | 5x^2-3=17 | | 3p-1=-6 | | v-3=9-v | | 2+x=-16 |