Solving the first equation, p squared minus forty nine equals zero, gives p equals positive or negative seven. Factoring the second quadratic equation, two q squared minus thirty three q plus one hundred thirty three equals zero, yields two q minus nineteen times q minus seven equals zero, so q equals seven or q equals nine point five. Comparing the values, p can be positive seven or negative seven, while q can be seven or nine point five. Since positive seven is equal to seven and negative seven is less than seven, the relation p is less than or equal to q holds true.