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    BITSAT Mathematics Algebra of Complex Numbers
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List of top Mathematics Questions on Algebra of Complex Numbers asked in BITSAT

Solve for \( x \): 
\( \log_{10}(x^2) = 2 \).

  • BITSAT - 2025
  • BITSAT
  • Mathematics
  • Algebra of Complex Numbers
$i^{57} + \frac{1}{i^{25}}$, when simplified has the value
  • BITSAT - 2014
  • BITSAT
  • Mathematics
  • Algebra of Complex Numbers
Let $\alpha, \beta, \gamma$ and $\delta$ are four positive real number such that their product is unity, then the least value of $(1+\alpha)(1+\beta)(1+\gamma)(1+\delta)$ is:
  • BITSAT - 2005
  • BITSAT
  • Mathematics
  • Algebra of Complex Numbers