If 2a = b, the pair of equations ax + by = 2a2- 3b2, x + 2y = 2a - 6b possess:
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ax+by = 2a2−3b2, x+2y=2a−6b
Given, 2a=b
Now, ax+by=2a2−3b2
ax+2ay=2a2−3(2a)2
a(x+2y)=−4a2
x+2y=−4a
Also, the other equation is, x+2y=2a−6b
Since, the coefficients of x and y for both the equation are same. There will be infinite solutions for this set of equations.
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