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List of top Mathematics Questions asked in IIT JAM BT

Consider a spherical epithelial cell (C1) of diameter \(20\ \mu m\) and a cubic shaped liver cell (C2) of side \(20\ \mu m\). The ratio of the surface areas of C1 : C2 is _ _ _. (round off to two decimal places)
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • 3D Geometry
The value of
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Mathematics
In a geometric progression, the \(3^{rd}\) term is \(36\) and the \(5^{th}\) term is \(324\). The \(7^{th}\) term of the same progression will be _ _ _. (in integer)
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Sequences and Series
Select the value(s) of \(x\) for which the determinants,
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Matrices and Determinants
Which of the following is/are true for the data given below?
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Statistics
Consider the differential equation
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Differential equations
Which one of the following is the correct graphical representation for functions, \(\sin(x)\) and \(\sin^2(x)\) for \(0\leq x\leq \pi\)?
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Trigonometry
The derivative of \(x\log_e(x)\) is
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Differentiation
If \( y(x)=15\cos(x)-13\sin(x) \), then \( \dfrac{d^2y}{dx^2} \) will be
  • IIT JAM BT - 2025
  • IIT JAM BT
  • Mathematics
  • Differentiation
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