Q1:
Given that , where and are real numbers, find all the possible values of and .
Q2:
Determine all the real values of and that satisfy the equation .
Q3:
Given that is one of the roots of the equation , find the other root and the value of .
Q4:
Find the solution set of the equation in .
Q5:
Find the solution set of the equation in .
Q6:
Find the solution set of the equation in .
Q7:
Find the solution set of the equation in .
Q8:
Find the solution set of the equation in .
Q9:
Find the solution set of the equation in .
Q10:
Find the solution set of the equation in .
Q11:
Find the solution set of the equation in .
Q12:
Find the solution set of the equation in .
Q13:
Find all possible values of , where , for which .
Q14:
Find the solution set of in .
Q15:
Given that , find all possible real values of and .
Q16:
Find the solution set of in .