Answer:
The required values of P and Q such that the given equation has no solutions are : P = 102 and Q = 0
Explanation:
The equation is given to be : -68 + P = Qx + 34
Now, we need to find the values of P and Q such that the given equation has no solution
So, The given equation will have no solution if the value of x becomes 0
And this could happen only if Q = 0
⇒ -68 + P = Qx + 34
⇒ P = Qx + 34 + 68
⇒ P = Qx + 102
So, if Q = 0 then P = 102
Hence, The required values of P and Q such that the given equation has no solutions are : P = 102 and Q = 0