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HAI-F YEARLY EXAMTNATION : 2014-15
CLASS * Xl
SUBSJECT - PHYSICS
MAX.MARKS - 70
TIME - 3 hrs
General instructions:
'/ There are 26 number of questions in this paper.
mark each, Question nurnber six to ten are short answer type questions contains
two mark each, Question number eleven to twenty two contains three mark each,
question number twenty three is value based question contains four marks and
Question number twenty four to twenty six contains five mark each .
no. (6) of two marks, question no.(12) of ihree marks and questions no.(24 ),(25)
and questions no. (26))of five marks .
lf x = a + bt2,where x is in meter and t in seconds ,find the units +f
,a,
and ,b,.
What is the angle of friction between two surfaces in contact if the coefficient of
1
-,Sli".
v3
Q.3 What is the angle between the direction of the,force and displacement for maximum . 1
and minimum work done?
How wilt the kinetic energy change if the momentum of a particle is doubled?
What is the weight of a body at the centre of the Earth?
An experiment measures quantities a ,b and c . X is calculated from the formula X =
abl
* the percentage errors in a , b ,c are lLo/o ,*zo/o , l3o/o respectively.what is
the percentage error in X?
OR
check whether the following relation is dimensionally correct or not
Fs =1 mv2,)mu,
where F is the force, s is distance, u and v are the initial and final velocities
respectively.'
The displacement of a particle startingfrom rest (att = 0) is given by x = Gt2-t3
L
T
Q.1
Q.2
L
L
2
Q.4
Q.s
Q,6
Q.7
DJ-Phy-xH/2'40 (11
Q.8
Q.e
.calculate the time at which the particle attains zero velocity again'
Prove that it ii easy to pull than to push a lawn roller"
Define torque. write an expression for it and discuss the conditions when the torque
is minimum and maximum.
.?
Q.1O Assuming the Earth to be a sphere of uniform mass density, how much would a body
weighhalfwaydowntothecentreoftheEarthifitweighed250onthesurface?
Q.11 Convert 10 Newton into dyne using dimensional analysis.
Q.12 Derive an expression for centripetal acceleration of a particle moving with uniform
speed v along a circular path of radius r'
OR
. Define uniform motion. Draw the velocity -time graph firr an object in uniform
motion. Show that the area u.nder the velocity -time graph gives the dlsplacement of
an object in given time interval'
5 N. rf the angre
Q.13 Two forces whose magnitude are in the ratio of 3 : 5 give a resultant 3
of inclination is 600 ,Find the magnitude of each force.
Q.14 Define the term impulse. prove the impulse momentum theorem'
ion for the work done against the
Q.xs-JAlitb-i8i@,f1-4'd a n expressi
friction when a body is made to slide down an inclined plane'
Q.16 State and prove the work energy theorem'
Q.17 What are conservative and non conservative forces? Give one example of each'
f -'il,t,lar rnrlmanl the motion of a
Q.18 State the law of conservation of arigular momentum' Hence explain
ballot dancer.
Q.19 Find the scalar and vector product of two vectors a = 3i - 4i + 5k and b = -2i -i -'l:
e.20 Derive a relation for the orbitaf velocity of a satellite orbiting very close to the surface
ofthe Earth.
e.21 Derive a relation which shows that the value of ecceleration due to gravity 'g
decreases with altitude or herght'
Q.22, A 400kg satellite is in a circular orbit of radius 2R5 about the Earth' How much energy 3
is required to transfer it in a circular orbit of radius 4Rr? what are the changes in
kinetic energy and potential energies?
2
2
3
3
3
3
3
3
3
3
3
Dt-Phy-x1412440
(2)
e.23 ln a tug of war match between two teams A and B, Team A won the match. During
the event some of the players of team B got injured as the team A dragged them on 4
 were laughing on the players of team B, Howeverthe ground. PlaYers of team I
Ashok, the captain of team A went to the doctor. He told the doctor that some players
have been injured on the ground. Doctor came to the ground and treated the injured
players It
(i) What type (positivd ,negative ,or zero) of the work is done by team A? 
(ii) What type(positive,negative,or zero) of the
(iii) What values are shown by Ashok?
byteam B? I
e.24 (a) Derive a relation between linear velocity and angular velocity in a uniform circular
motion.
(b) prove that the maximum horizontal range isr.four times the maximum height
attained by a projectile which is fired along the required oblique direction.
OR
State parallelogram law of vector addition. Two vectors A and B are inctined to each
.,,
- lhs,tgk?gan!&gg#lrqug[gillg!.gff3n lary-of]e9tot-la{',!p" ,Find analvticallv
the magnitude and direction of their resultant .What is the magnitude of resultant
when (i) 0 = 00 (ii)O = 900 (iii) e = 1800
e.25 (a) What is limiting friction? State three laws of limiting friction also define the
coefficient of limiting friction.
(b) Two masses 8 kg and L2 kg are connected at two ends of a light inextensible string
that goes over a frictionless pulley of negtigible mass .Find the acceleration of the
. masses and tension in the string when masses are released.
OR
What is meant by banking of roads? What is the need of banking of roads? Obtain an
expression for the maximum speed with which a vehicle can safely negotiate a curved
road banked at an angle 0. The coefficient of friction between the wheels and the
road is;,r.
e.26 What is rolling motion? Write an expression for the total kinetic energy of a rolling
work is done
{-
L---
DJ,Phy-x14/2440
(31
@FrYF
body, Also derive an expression for the total kinetic energy of a rolling (i) solid
sphere (ii) hollow sphere (iii) solid cylinder.
OR
n of paratlel axes. Obtain a relation for the moment of inertia of a
(ii) A rope of negtigible rnass is wound round a hotlow cylinder of mass 3 kg and radius
40 cm.,What is the angular acceleration of the cylinder if the rope is pulled with a
force of 30N? Whatiis the linear: acceleration of the rope? Assume that there is no
slipping
DI-Phy11P472446 (41
MARK!NG SCHEME
CU M U TATIVE EXAMI NATION.2O14.15
crAss-xr(PHYslcs)
s.No. Answer / explanation Weitage
Q.1 a meter, b m/sz
LL
+22
Q.2 Angte of friction 0 = 300 1
Q.3 for maximum 0 = 0' for minimum 0 = 90' 1a !22
Q.4 K.E. become four times of its initial value L
Q.s Zero t
Q.6 By accurate calculations find percentage error in X= *13o/o 2
Q.7 'Tofind V= 12t -3t',substituteV=0and Bett =4second L+L
Q.8 Accurate explanation 2
Q.9 Definition of torque and formula+ two conditions L+L =2
Q.10 By proper formula and accurate calculations find acceleration due to gravity 96 =
g/2 and calculate new weight = 125N
1+1
Q.11 Proper calculations and to find 10 N = 10o dyne 3
Q.12 Correct derivation for the centripetal acceleration
Or
Correct definition + accurate graph + displacement
3
L+L+L=3
.-t Si-@:'E.f Fr = 15N Fz = 251{' 5
Q.14 Definition + proof t+2=3
Q.1s To find w = tng (p1cos 0 - sin 0)S where symbols have their usual meaning. 3
Q.16 Correct statement + proof L+2=l-
Q.17 Correct definition of conservative and non conseryative forces+one example of
each
1+1+1
Q.18 Correct statement + correct explanation L+2=3
Q.19 To find a.bl-2'5 and aXb = 7i* j - 5 k L 1
Lz+ Lz
Q.20 To find vo = {EE_ 3
Q.21 To find rn = g1rff) 3
Q.22 By correct calcutations to find change in total energy AE = 3.13 x 10'j , AK = -3.13 x
loeJ,AV=-6.25x10ej
zl +!22
Q.23 (i)Positive work done (ii) negative work done (iii)Ashok is good sport
man,concerned for bthers,helpful and kind
L+ L+2
Q.24 (a) Derivation for v = a)r (b) derivation for R max = 4H
OR
Statement+Derivation for resultant and direction + three cases
-/
t '
2%+2%
L+2Tz + L%
Q.25""" {a} definition + three laws + definition of coefficient of limiting fr:iction
'Use
the formula for acceleration and tension from derivation of connected motion
and find (b) acceleration a = 2mls2 , tension T = 95N
'oR
Correct definition+proper explanation for need of banking roads + accurate
derivation for speed
r# xg*1=3''22
1+1
t+1A+ 3/z
Q.25 Definition + expression for total K.E. in rolling motion+ total K.E. for solid sphere
{ rr'* total K.E.for hollow sphere f { mv2 + totat K.E.for solid cylinder E
i
mv2
OR
(a) correct statement and derivation for the relation+ (b) correct solution for the
linear acceleration ( a =10m/s2)
1+1+1+1+1
L+2+2.
a+jii
iaY;:itsl
' . :..1-1
.''. -,:,'ilii9:]1
.',- 1 ir.F.i:itrir-.i1l

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XI half yearly exam 2014 15 with answer

  • 1. HAI-F YEARLY EXAMTNATION : 2014-15 CLASS * Xl SUBSJECT - PHYSICS MAX.MARKS - 70 TIME - 3 hrs General instructions: '/ There are 26 number of questions in this paper. mark each, Question nurnber six to ten are short answer type questions contains two mark each, Question number eleven to twenty two contains three mark each, question number twenty three is value based question contains four marks and Question number twenty four to twenty six contains five mark each . no. (6) of two marks, question no.(12) of ihree marks and questions no.(24 ),(25) and questions no. (26))of five marks . lf x = a + bt2,where x is in meter and t in seconds ,find the units +f ,a, and ,b,. What is the angle of friction between two surfaces in contact if the coefficient of 1 -,Sli". v3 Q.3 What is the angle between the direction of the,force and displacement for maximum . 1 and minimum work done? How wilt the kinetic energy change if the momentum of a particle is doubled? What is the weight of a body at the centre of the Earth? An experiment measures quantities a ,b and c . X is calculated from the formula X = abl * the percentage errors in a , b ,c are lLo/o ,*zo/o , l3o/o respectively.what is the percentage error in X? OR check whether the following relation is dimensionally correct or not Fs =1 mv2,)mu, where F is the force, s is distance, u and v are the initial and final velocities respectively.' The displacement of a particle startingfrom rest (att = 0) is given by x = Gt2-t3 L T Q.1 Q.2 L L 2 Q.4 Q.s Q,6 Q.7 DJ-Phy-xH/2'40 (11
  • 2. Q.8 Q.e .calculate the time at which the particle attains zero velocity again' Prove that it ii easy to pull than to push a lawn roller" Define torque. write an expression for it and discuss the conditions when the torque is minimum and maximum. .? Q.1O Assuming the Earth to be a sphere of uniform mass density, how much would a body weighhalfwaydowntothecentreoftheEarthifitweighed250onthesurface? Q.11 Convert 10 Newton into dyne using dimensional analysis. Q.12 Derive an expression for centripetal acceleration of a particle moving with uniform speed v along a circular path of radius r' OR . Define uniform motion. Draw the velocity -time graph firr an object in uniform motion. Show that the area u.nder the velocity -time graph gives the dlsplacement of an object in given time interval' 5 N. rf the angre Q.13 Two forces whose magnitude are in the ratio of 3 : 5 give a resultant 3 of inclination is 600 ,Find the magnitude of each force. Q.14 Define the term impulse. prove the impulse momentum theorem' ion for the work done against the Q.xs-JAlitb-i8i@,f1-4'd a n expressi friction when a body is made to slide down an inclined plane' Q.16 State and prove the work energy theorem' Q.17 What are conservative and non conservative forces? Give one example of each' f -'il,t,lar rnrlmanl the motion of a Q.18 State the law of conservation of arigular momentum' Hence explain ballot dancer. Q.19 Find the scalar and vector product of two vectors a = 3i - 4i + 5k and b = -2i -i -'l: e.20 Derive a relation for the orbitaf velocity of a satellite orbiting very close to the surface ofthe Earth. e.21 Derive a relation which shows that the value of ecceleration due to gravity 'g decreases with altitude or herght' Q.22, A 400kg satellite is in a circular orbit of radius 2R5 about the Earth' How much energy 3 is required to transfer it in a circular orbit of radius 4Rr? what are the changes in kinetic energy and potential energies? 2 2 3 3 3 3 3 3 3 3 3 Dt-Phy-x1412440 (2)
  • 3. e.23 ln a tug of war match between two teams A and B, Team A won the match. During the event some of the players of team B got injured as the team A dragged them on 4 were laughing on the players of team B, Howeverthe ground. PlaYers of team I Ashok, the captain of team A went to the doctor. He told the doctor that some players have been injured on the ground. Doctor came to the ground and treated the injured players It (i) What type (positivd ,negative ,or zero) of the work is done by team A? (ii) What type(positive,negative,or zero) of the (iii) What values are shown by Ashok? byteam B? I e.24 (a) Derive a relation between linear velocity and angular velocity in a uniform circular motion. (b) prove that the maximum horizontal range isr.four times the maximum height attained by a projectile which is fired along the required oblique direction. OR State parallelogram law of vector addition. Two vectors A and B are inctined to each .,, - lhs,tgk?gan!&gg#lrqug[gillg!.gff3n lary-of]e9tot-la{',!p" ,Find analvticallv the magnitude and direction of their resultant .What is the magnitude of resultant when (i) 0 = 00 (ii)O = 900 (iii) e = 1800 e.25 (a) What is limiting friction? State three laws of limiting friction also define the coefficient of limiting friction. (b) Two masses 8 kg and L2 kg are connected at two ends of a light inextensible string that goes over a frictionless pulley of negtigible mass .Find the acceleration of the . masses and tension in the string when masses are released. OR What is meant by banking of roads? What is the need of banking of roads? Obtain an expression for the maximum speed with which a vehicle can safely negotiate a curved road banked at an angle 0. The coefficient of friction between the wheels and the road is;,r. e.26 What is rolling motion? Write an expression for the total kinetic energy of a rolling work is done {- L--- DJ,Phy-x14/2440 (31
  • 4. @FrYF body, Also derive an expression for the total kinetic energy of a rolling (i) solid sphere (ii) hollow sphere (iii) solid cylinder. OR n of paratlel axes. Obtain a relation for the moment of inertia of a (ii) A rope of negtigible rnass is wound round a hotlow cylinder of mass 3 kg and radius 40 cm.,What is the angular acceleration of the cylinder if the rope is pulled with a force of 30N? Whatiis the linear: acceleration of the rope? Assume that there is no slipping DI-Phy11P472446 (41
  • 5. MARK!NG SCHEME CU M U TATIVE EXAMI NATION.2O14.15 crAss-xr(PHYslcs) s.No. Answer / explanation Weitage Q.1 a meter, b m/sz LL +22 Q.2 Angte of friction 0 = 300 1 Q.3 for maximum 0 = 0' for minimum 0 = 90' 1a !22 Q.4 K.E. become four times of its initial value L Q.s Zero t Q.6 By accurate calculations find percentage error in X= *13o/o 2 Q.7 'Tofind V= 12t -3t',substituteV=0and Bett =4second L+L Q.8 Accurate explanation 2 Q.9 Definition of torque and formula+ two conditions L+L =2 Q.10 By proper formula and accurate calculations find acceleration due to gravity 96 = g/2 and calculate new weight = 125N 1+1 Q.11 Proper calculations and to find 10 N = 10o dyne 3 Q.12 Correct derivation for the centripetal acceleration Or Correct definition + accurate graph + displacement 3 L+L+L=3 .-t Si-@:'E.f Fr = 15N Fz = 251{' 5 Q.14 Definition + proof t+2=3 Q.1s To find w = tng (p1cos 0 - sin 0)S where symbols have their usual meaning. 3 Q.16 Correct statement + proof L+2=l- Q.17 Correct definition of conservative and non conseryative forces+one example of each 1+1+1 Q.18 Correct statement + correct explanation L+2=3 Q.19 To find a.bl-2'5 and aXb = 7i* j - 5 k L 1 Lz+ Lz Q.20 To find vo = {EE_ 3 Q.21 To find rn = g1rff) 3 Q.22 By correct calcutations to find change in total energy AE = 3.13 x 10'j , AK = -3.13 x loeJ,AV=-6.25x10ej zl +!22 Q.23 (i)Positive work done (ii) negative work done (iii)Ashok is good sport man,concerned for bthers,helpful and kind L+ L+2 Q.24 (a) Derivation for v = a)r (b) derivation for R max = 4H OR Statement+Derivation for resultant and direction + three cases -/ t ' 2%+2% L+2Tz + L%
  • 6. Q.25""" {a} definition + three laws + definition of coefficient of limiting fr:iction 'Use the formula for acceleration and tension from derivation of connected motion and find (b) acceleration a = 2mls2 , tension T = 95N 'oR Correct definition+proper explanation for need of banking roads + accurate derivation for speed r# xg*1=3''22 1+1 t+1A+ 3/z Q.25 Definition + expression for total K.E. in rolling motion+ total K.E. for solid sphere { rr'* total K.E.for hollow sphere f { mv2 + totat K.E.for solid cylinder E i mv2 OR (a) correct statement and derivation for the relation+ (b) correct solution for the linear acceleration ( a =10m/s2) 1+1+1+1+1 L+2+2. a+jii iaY;:itsl ' . :..1-1 .''. -,:,'ilii9:]1 .',- 1 ir.F.i:itrir-.i1l