IPMAT Rohtak Algebra > Quadratic Equations PYQs

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IIM Bangalore (BBA-DBE)IIM Bangalore (UGAT)IPMAT Rohtak JIPMAT

Q1:

IPMAT Rohtak 2019

Algebra

Medium

Q1:

$|c| > \sqrt{2}|b|$

$\sqrt{2}|c| > b$

$0 < c < \sqrt{2}b$

no real value of a

Correct Answer

Option 1

Correct Answer

Explanation →

Q2:

IPMAT Rohtak 2019

Algebra

Medium

Q2:

$(-\infty, -2) \cup (2, \infty)$

$(-\infty, -\sqrt{2}) \cup (\sqrt{2}, \infty)$

$(-\infty, -1) \cup (1, \infty)$

$(\sqrt{2}, \infty)$

Correct Answer

Option 2

Correct Answer

Explanation →

IPMAT Rohtak Algebra > Quadratic Equations PYQs

Filter & Analyse PYQs (Topic-Wise) →

No login required. No pop-ups. We have all previous-year questions with solutions for free!

IIM Bangalore (BBA-DBE)IIM Bangalore (UGAT)IPMAT Rohtak JIPMAT

Q1:

IPMAT Rohtak 2019

Algebra

Medium

Q1:

$|c| > \sqrt{2}|b|$

$\sqrt{2}|c| > b$

$0 < c < \sqrt{2}b$

no real value of a

Correct Answer

Option 1

Correct Answer

Explanation →

Q2:

IPMAT Rohtak 2019

Algebra

Medium

Q2:

$(-\infty, -2) \cup (2, \infty)$

$(-\infty, -\sqrt{2}) \cup (\sqrt{2}, \infty)$

$(-\infty, -1) \cup (1, \infty)$

$(\sqrt{2}, \infty)$

Correct Answer

Option 2

Correct Answer

Explanation →