Question

Create an equation that has exactly one real solution. 6(3x+4)-x=_x+3

Answer 1

`x(x+5)=x^2-3x+8`

Explanation:

There are infinite cases of equations with exactly one real solution. To create something worth the space, this one should suffice

`x(x+5)=x^2-3x+8`

Operating

`x^2+5x=x^2-3x+8`

Simplifying

`5x=-3x+8`

Joining like terms

`8x=8`

Solving

x=1

Testing the result

`1(1+5)=1^2-3(1)+8=>6=6`