An equation of the type of ax + b = 0 is called a linear equation in one unknown, where a nad b are known numbers and x is an unknown value. To solve this equation means to find the numerical value of x , at which this equation becomes an identity.

We will show you the step by step solution. Simply enter your equation in the box below.

| -4x=16=12 | | 2x+x+5x=40 | | 7=7a/3 | | x=24.5 | | x/7=7/2 | | x/7=7/2=24.5 | | 20x+60=80 | | 9x-6x+6x=+18-4-12 | | 0.5v=100 | | G(x)=5-4x | | 5x+7-x+3=118 | | B+b2+b=12 | | 15(7)=y | | 3x+6x+9x=30 | | B+b×b+b=12 | | 4x-2=-2x+6 | | 11x-19=5x+4 | | 11x-19=5x+34 | | x×2÷2+4=44 | | 2x+3x=2+6 | | 6x+10=5x-4 | | 15-x/2=3-2x | | 5+x-1=x-9 | | 23x-1=128 | | 5n3−30n2+40n=0. | | 36x-68=60x-80 | | 9w=3960w= | | 3(2y-1)=7-2(y-3) | | 8x+2x=48 | | 11/4+96=x | | 5x+7.2=0.7+3.7 |

| 9c+3=76 | | 3w+-1=7w+7 | | A+a+a=18 | | m-14/8=7 | | 4u+22=8u-10 | | 15x-55=8+6 | | 2/5x-7=-66 | | 10(z+3)=90 | | 9x-8x=9-2-6 | | 25x-9x=12 | | 20x-56=32x+16 | | 10(5g-15)=30 | | -5x-25=-25x+25 | | 51.5+5x=15.5+2x | | -44+22x=16x+40 | | 12x-258=-9x+183 | | x*2x=36-x | | 11=15-2n | | -4x-106=-18x+146 | | √2-x=1 | | z/5+5=8 | | -18-20x=12+10x | | 6x=7.5x | | 6x-3=4x+23 | | 18-6x=15-10x | | 3(4x+3)=6-2(x+5) | | 12x-30=7x-45 | | 7-6x+1=1-2x-5x | | 15|y=3 | | 8x-10x=-6+8 | | x(3x−2)=0 | | x-3=-5-x | | 8u+4=-12 | | 8(1+x)-1=4(5+2x)-13 |

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