Given: 2x-3x²=5Answer:Standard form of a quadratic equation is written in ax²±bx±c=0, where a is the quadratic term and cannot be equal to zero, b is the linear term, and c is the constant term. The form follows the left side with the value with a variable raised to the highest degree, which in a quadratic equation is 2, then followed by a value with a variable raised to a degree of one, and without variable or constant value. While the other side is zero.Following the criteria, the answer is-3x²+2x-5=0Even the positive sign in 2x isn't written, it remains with itthe constant 5 is transferred which changes its integer sign.