2x + 5y = 26; 5x - 4y=1 by cramers method
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Given linear equations are 3x+2y=1,2x−3y=5
Using Cramers rule, find the determinant of the coefficient
matrix,
=3×5−(2×1) =15−2=13
Applying Cramer's rule,
∴y=
−13
13
=−1
Therefore, x=1,y=−1
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