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Let f(x) = |x² sin x; p -1|, where p is a constant. The value of p for which f'(0) = 1 is :
If A = [3 4; 5 2] and 2A + B is a null matrix, then B is equal to :
If |A| = |kA|, where A is a square matrix of order 2, then sum of all possible values of k is
If x[1 2] + y[2 5] = [4 9], then :
For which value of x, are the determinants |2x −3; 5 x| and |10 1; −3 2| equal ?
if |3x, 7; -2, 4| = |8, 7; 6, 4|, find the value of x.
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