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questions
List of practice Questions
Protein is a polymer of
Haryana PMT - 2008
Haryana PMT
Chemistry
Biomolecules
Write the present expansion for WWF
COMEDK UGET - 2008
COMEDK UGET
Biology
Biodiversity and Conservation
Which of the following can NOT be patented ?
COMEDK UGET - 2008
COMEDK UGET
Biology
Applications of Biotechnology
The value of
$\tan^{-1} \frac{\sqrt{2+\sqrt{3}} -\sqrt{2-\sqrt{3}}}{\sqrt{2+\sqrt{3} } +\sqrt{2-\sqrt{3}}} $
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Inverse Trigonometric Functions
In the decarboxylation of carboxylic acid the reagent used is
COMEDK UGET - 2008
COMEDK UGET
Chemistry
Aldehydes, Ketones and Carboxylic Acids
In Newton ring experiment, monochromatic light is replaced by white light. Then
COMEDK UGET - 2008
COMEDK UGET
Physics
Wave optics
In a spectrometer experiment, " As wavelength of a spectral line increases, deviation also increases". This is true
COMEDK UGET - 2008
COMEDK UGET
Physics
Wave optics
In a region a stationary charge does not experience a force. It is certain that in this region
COMEDK UGET - 2008
COMEDK UGET
Physics
Moving charges and magnetism
If
$[x]$
denotes the greatest integer function, then
$\int\limits_{1}^{4} \left(\left[x\right] -1\right)\left(\left[x\right] -2\right)\left(\left[x\right] -3\right)\left(\left[x\right] -4\right)dx = $
COMEDK UGET - 2008
COMEDK UGET
Mathematics
integral
If
$\log_2 \: \sin x - \log_2 \cos x -\log_2(1 - \tan^2x) = - 1$
, then
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Trigonometric Functions
If
$u = f(x^2) , v = g(x^3) , f'(x) = \sin x $
and
$g'(x) = \cos x,$
then
$ \frac{du}{dv} = $
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Continuity and differentiability
If
$x= 3 \cos t - 2 \cos^{3} t , y = 3\sin t - 2 \sin^{3} t ,$
then
$ \frac{d^{2}y}{dx^{2}} t = \frac{\pi}{6}$
is
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Continuity and differentiability
If
$\tan^{-1} \left(\frac{x}{y}\right) + \log \sqrt{x^{2} +y^{2}} = 0 $
, then
$\frac{dx}{dy} = $
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Continuity and differentiability
Let
$f\left(x\right) = \frac{\log\left(1+ex\right)-\log\left(1-x\right)}{x} , x\ne0 $
. Then
$f$
is continuous at
$x = 0$
if
$f(0)$
=
COMEDK UGET - 2008
COMEDK UGET
Mathematics
Continuity and differentiability
Identify the placental hormone cited below
COMEDK UGET - 2008
COMEDK UGET
Biology
chemical coordination and integration
Heat of neutralization of any strong acid and strong base is always constant and
$\Delta H= -57.3 \, kJ$
. This is because
COMEDK UGET - 2008
COMEDK UGET
Chemistry
Thermodynamics
Helium molecule is monoatomic because
COMEDK UGET - 2008
COMEDK UGET
Chemistry
Chemical bonding and molecular structure
For
$O_2$
molecule, molecular orbitals having lowest energy is
COMEDK UGET - 2008
COMEDK UGET
Chemistry
Chemical bonding and molecular structure
Food plant of Antheraea assama is
COMEDK UGET - 2008
COMEDK UGET
Biology
Strategies For Enhancement in Food Production
Field capacity of the soil includes
COMEDK UGET - 2008
COMEDK UGET
Biology
Transport in Plants
Fine structure of spectral lines is accounted in Sommerfeld atom model by considering
COMEDK UGET - 2008
COMEDK UGET
Physics
Atoms
For yielding one molecule of glucose the Calvin cycle turns
COMEDK UGET - 2008
COMEDK UGET
Biology
Photosynthesis in higher plants
Larger subunit of the ribosome helps in producing
COMEDK UGET - 2008
COMEDK UGET
Biology
Cell: the unit of life
Closing layers of lenticels may show the deposition of
COMEDK UGET - 2008
COMEDK UGET
Biology
Anatomy of Flowering Plants
Egg of frog is
COMEDK UGET - 2008
COMEDK UGET
Biology
Structural Organisation of Animals and plants
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