Please assist with solving linear equation $$(2x-5)(2x+5)=(2x-3)^2$$
I tried to square root but it doesn't make sense. Thank you in advance
Please assist with solving linear equation $$(2x-5)(2x+5)=(2x-3)^2$$
I tried to square root but it doesn't make sense. Thank you in advance
You cannot decide if an equation is linear or not if the equation is not written in the canonical form, i.e. if it is not written as:
polynomial in the unknown $x=0$ .
In your case , reducing to the canonical form, you find: $$ 4x^2-25=4x^2+9-12x \quad \iff \quad 12x-34=0 $$ so the equation has degree $1$ in $x$.