Problem 1 Solve the equation for x Problem 2 Find the elemen
 Problem 1 Solve the equation for x.
 Problem 2 Find the elements of the resulting matrix.
Solution
1.
Solving the determinant we get,
2x^2-7x=15
 =>2x^2-7x-15=0
 =>(2x+3)(x-5)=0
 =>either 2x+3=0 or x-5=0
 =>x=-3/2 or5
2.
Resulting elements of the matrix will be
aij-(bij/2)
 ie the first element of the first row will be => -8-(-2/2)=-7
second element of the first row will be=> 2-(8/2)=-2
first element of the second row => 1-(6/2) =-2
 second element of the second row=> -7-(-8/2) =-3
therefore the matrix will be [ -7 -2]
 [ -2 -3]

