Following are the examples of silicate minerals

Following are the examples of silicate minerals

Q. Following are the examples of silicate minerals Zircon, ZrSiO4            Beryl, Be3Al2Si6O18           Pyrophyllite, Al2(OH)2[(Si2O5)2] I                                               II                                             III The correct structural description of the minerals is (A) I – Ortho silicate, II – Cyclic silicate and III – Sheet silicate (B) I – Ortho silicate, II – Sheet silicate and III – Cyclic silicate (C) I –

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The experimentally observed magnetic moment values, which match well with the spin-only values for the pair of aqueous ions is

The experimentally observed magnetic moment values, which match well with the spin-only values for the pair of aqueous ions is

Q. The experimentally observed magnetic moment values, which match well with the spin-only values for the pair of aqueous ions is (Atomic number: Cr = 24, Co = 27, Gd = 64, Tb = 65, Dy = 66 and Lu = 71) (A) Cr(III) and Gd(III) (B) Co(II) and Gd (III) (C) Cr(III) and Dy(III)

The experimentally observed magnetic moment values, which match well with the spin-only values for the pair of aqueous ions is Read More »

Gas phase bond length and dipole moment of a compound (MX) is 3 Å and 10.8 D, respectively. The ionic character in gas phase MX is

Gas phase bond length and dipole moment of a compound (MX) is 3 Å and 10.8 D, respectively. The ionic character in gas phase MX is

Q. Gas phase bond length and dipole moment of a compound (MX) is 3 Å and 10.8 D, respectively. The ionic character in gas phase MX is _________________%. (Round off to one decimal place) (1D = 3.336 × 10–30 C m) Solution: To determine the Ionic character of a given compound, Dipole moment is necessary to

Gas phase bond length and dipole moment of a compound (MX) is 3 Å and 10.8 D, respectively. The ionic character in gas phase MX is Read More »

In a 400 MHz 1H NMR spectrometer, a proton resonates at 1560 Hz higher than that of tetramethylsilane. The chemical shift value of this proton

In a 400 MHz 1H NMR spectrometer, a proton resonates at 1560 Hz higher than that of tetramethylsilane. The chemical shift value of this proton

Q. In a 400 MHz 1H NMR spectrometer, a proton resonates at 1560 Hz higher than that of tetramethylsilane. The chemical shift value of this proton is___________ppm. (Round off to one decimal place) (Chemical shift of tetramethylsilane is fixed at zero ppm) Solution: The chemical shift of Nuclear Magnetic Resonance Spectroscopy is the relative resonant

In a 400 MHz 1H NMR spectrometer, a proton resonates at 1560 Hz higher than that of tetramethylsilane. The chemical shift value of this proton Read More »

Consider a system of three identical and distinguishable non-interacting particles and three available nondegenerate single particle energy levels having energies

Consider a system of three identical and distinguishable non-interacting particles and three available nondegenerate single particle energy levels having energies

Q. Consider a system of three identical and distinguishable non-interacting particles and three available nondegenerate single particle energy levels having energies 0, e and 2e. The system is in contact with a heat bath of temperature T K. A total energy of 2ɛ is shared by these three particles. The number of ways the particles

Consider a system of three identical and distinguishable non-interacting particles and three available nondegenerate single particle energy levels having energies Read More »

Consider a two-state system at thermal equilibrium having energies 0 and 2kBT for which the degeneracies are 1 and 2, respectively

Consider a two-state system at thermal equilibrium having energies 0 and 2kBT for which the degeneracies are 1 and 2, respectively

Q. Consider a two-state system at thermal equilibrium having energies 0 and 2kBT for which the degeneracies are 1 and 2, respectively. The value of the partition function at the same absolute temperature T is ______.  (Round off to two decimal places) (kB is the Boltzmann constant) Solution: General formula is q = Ʃ gi e-Ei / KT, For

Consider a two-state system at thermal equilibrium having energies 0 and 2kBT for which the degeneracies are 1 and 2, respectively Read More »

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