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Sample Screening Test
The test consists of 20 problems to be attempted in 100 minutes.
1. Classical Mechanics (4 problems)
i. A massless spring with force constant k launches a ball of mass m. In order for the
ball to reach a speed v, by what displacement s should the spring be compressed?
{Problem is to be solved in the provided space}
2. Electrodynamics (4 problems)
ii. Consider two very long, straight, insulated wires oriented at right angles. The wires
carry currents of equal magnitude I in the directions shown in the figure. What is
the net magnetic field at point P?
{Problem is to be solved in the provided space}
3. Quantum Mechanics (3 problems)
iii. The normalized ground state wave function of hydrogen is
𝑎0 is the Bohr radius. What is the most likely distance that the electron is from the
nucleus?
{Problem is to be solved in the provided space}
4. Solid-State Physics (3 problems)
iv. X-rays of wavelength 𝜆 = 0.250 nm are incident on the face of a crystal at angle
𝜃, measured from the crystal surface. The smallest angle that yields an intense
reflected beam is 𝜃 = 14.5°. The value of the interplanar spacing d comes out to
be?
{Problem is to be solved in the provided space}
5. Mathematical Methods of Physics (3 problems)
v. A spin
1
2
particle is in the state described by the spinor χ = A (
1 + i
2
)
where A is a normalization constant. The probability of finding the particle with
spin projection 𝑆𝑧 = −ℏ/2 is.
{Problem is to be solved in the provided space}
6. Thermal and Statistical Mechanics (3 problems)
vi. A thermodynamic system, initially at absolute temperature T1, contains a mass m of
water with specific heat capacity c. Heat is added until the temperature rises to T2. The
change in entropy of the water is.
{Problem is to be solved in the provided space}

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Physics sample paper of ms

  • 1. Sample Screening Test The test consists of 20 problems to be attempted in 100 minutes. 1. Classical Mechanics (4 problems) i. A massless spring with force constant k launches a ball of mass m. In order for the ball to reach a speed v, by what displacement s should the spring be compressed? {Problem is to be solved in the provided space} 2. Electrodynamics (4 problems) ii. Consider two very long, straight, insulated wires oriented at right angles. The wires carry currents of equal magnitude I in the directions shown in the figure. What is the net magnetic field at point P? {Problem is to be solved in the provided space} 3. Quantum Mechanics (3 problems) iii. The normalized ground state wave function of hydrogen is 𝑎0 is the Bohr radius. What is the most likely distance that the electron is from the nucleus? {Problem is to be solved in the provided space}
  • 2. 4. Solid-State Physics (3 problems) iv. X-rays of wavelength 𝜆 = 0.250 nm are incident on the face of a crystal at angle 𝜃, measured from the crystal surface. The smallest angle that yields an intense reflected beam is 𝜃 = 14.5°. The value of the interplanar spacing d comes out to be? {Problem is to be solved in the provided space} 5. Mathematical Methods of Physics (3 problems) v. A spin 1 2 particle is in the state described by the spinor χ = A ( 1 + i 2 ) where A is a normalization constant. The probability of finding the particle with spin projection 𝑆𝑧 = −ℏ/2 is. {Problem is to be solved in the provided space} 6. Thermal and Statistical Mechanics (3 problems) vi. A thermodynamic system, initially at absolute temperature T1, contains a mass m of water with specific heat capacity c. Heat is added until the temperature rises to T2. The change in entropy of the water is. {Problem is to be solved in the provided space}