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.
| 10r^2+32r-9=0 |
| 9+3x=22.50 |
| x/2-27=-8 |
| 88-4x=20 |
| -k/7=3 |
| -r/3=9 |
| -v/5=9 |
| 3k+81=225 |
| 21+43=87-x |
| 18+x=77-12 |
| 42+17=5983-x |
| x2-8x-220=0 |
| (8/7+1+5/6)x=30000 |
| 8x^2+18+13=0 |
| t/1.8=12.8/0.8 |
| 3x^2-30x-6000=0 |
| 3(5x+6)=-117 |
| 22z6=44 |
| c+45=662 |
| 2=w=3 |
| 5^2+9x-38=0 |
| 2x-21=35. |
| 288(x)=428 |
| 216=6^4^x^+^5 |
| 6a+a=11 |
| 2432/x=0.27 |
| -4x+-10=23 |
| 4y-3/5=1 |
| 3(4x+5)=5(2x-5) |
| 23+8x+3+90=180 |
| 8m=30000 |