Q1:
Given that and , find a relation between and without expanding either determinant.
Q2:
Select the determinant that is equal to
Q3:
Find, in its simplest form, an expression for the determinant
Q4:
Select a factor of the determinant
Q5:
Consider the equation
Find, without expanding, the value of the determinant
Q6:
Put the determinant in upper triangular form, and find its value.
Q7:
Which of the following pairs of points does the straight line represented by the equation pass through?
Q8:
Use the properties of determinants to find
Q9:
Consider
Find the value of
Q10:
Find the value of .
Q11:
Find the value of
Q12:
Find, without expanding, the value of the determinant
Q13:
Consider the equation
Determine all the possible values of given that .
Q14:
Consider the equation
Evaluate
Q15:
Which of the following is equal to the determinant
Q16:
Without expanding, find the value of the determinant
Q17:
Using the properties of determinants, find the value of
Q18:
Evaluate
Q19:
Consider the equation Given that , find its solution set.
Q20:
Using the properties of determinants, find the value of
Q21:
Use the properties of determinants to evaluate
Q22:
Use the properties of determinants to find the value of which makes a factor of the determinant
Q23:
Evaluate