If A=0ab04=I
a=1=2b
a=b
a=b2
ab=1
Explanation for the correct option:
Given,
A=0ab04=I
0ab00ab00ab02=I
0ab2ab20=1001
ab2=1ab=1
Hence, correct option is (D).
Match the following: A. y =−32−x2; x= -3 -2y(i) Inconsistent pairB. 5x = 6-3y; 9y= 12-15x(ii) Dependent pairC. y=27−x7;y=185−x5(iii) Unique solution