If α, β are the roots of 6x2+13x+7=0, then the equation whose roots are α2, β2 is:
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Q:
If α, β are the roots of 6x2+13x+7=0, then the equation whose roots are α2, β2 is:
- 136x2 − 87x + 49 = 0false
- 236x2 − 85x − 49 = 0false
- 336x2 − 85x + 49 = 0true
- 436x2 + 87x − 49 = 0false
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