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.
| 3(2y+1)=-9 |
| 36z+71+73=180 |
| 8u+54+33=180 |
| 96+3u+3u=180 |
| 7s+85+32=180 |
| 2p+48+2p=180 |
| 85+63+4c=180 |
| 12s+46+98=180 |
| -6+4v=7v+3 |
| 12-3y/16-5y=0 |
| 23x102=23x(100+2)=23x100+23xa= |
| 23x102=23x(100+2=23x100+23xa= |
| 7=e/4=2 |
| 11=2e+(-9) |
| 0.75=x/6 |
| 0.95=x/6 |
| 0.6=x/6 |
| 0.7=x/6 |
| 0.9=x/6 |
| 0.8=x/6 |
| 8/10=x/6 |
| 20+3c=8 |
| 2(m-7)=30 |
| 3(b-5=27 |
| 12x=9=75 |
| n2+n-462=0 |
| 5^2y=25 |
| 5x+2x=2x+3 |
| 3(2-5x)-2(2-6x)=1 |
| 11/7=13/x |
| 5/2x-3/15=6(2/3x-4/12) |