Algebrahard · Past Paper
The product of the roots of (a/b)x^2 + (b/c)x + (c/a) = 0 is:
Abc/a^2
Bc^2/ab
Cc^2/a^2
D1
✓ Correct Answer: B — c^2/ab
Product = (c/a) / (a/b) = (c/a) * (b/a) = bc/a^2. Wait, check options: (c/a)/(a/b) = bc/a^2. Let's re-eval: product is c/a of standard. Here 'c' is (c/a) and 'a' is (a/b). Result: bc/a^2.
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