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(27)
\The function is
\To find the values of x such that f(x) = 4
\Let f(x) = 5-x
\(28)
\The system of equation are given in matrix form
\The augmented matrix is
\now apply
As the rank of Augmented matrix = 3
\Rank of the Matrix A is 3
\Rank of A = Rank of [A|B] then it has finite solutions
\From the augmented matrix,we can say
\z = 9
\y = 5
\-2x+8y + z = 1
\-2x + 8*5 + 9 = 1
\-2x = -48
\x = 24
\Therefore the solutions are
Option (d) is the correct answer.