Which values of P and Q result in an equation with no solutions? Qx+P=33x+25

The Equation is

Q x + P = 33 x+25

As both sides are equations in one variable, Comparing like terms of both sides gives,

→ Q x = 33 x

→ Q = 33

And, P=25

But for this Equation to have no solution, Q must be equal to 33 and P should not be equal to 25.

Q=33,∧ P≠25 i. e any real number not equal to 25. P∈ (-∞,∞) but P≠25