circular motion tute by Gayan SK PereraFull description
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circular motion report, received an A+ grade in VCE Physics Units 3+4Full description
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This Paper contains Circular motion problems.
Introduction to circular motion in an introductory physics course.
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Edexcel Unit 4 Notes on Circular Motion
Uniform Circular Motion Self Test 2
Edexcel Unit 4 Notes on Circular MotionFull description
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Circular Motion MCQ Practice Test – 1 This is Practice Sheet for Circular Motion MCQ. Answer keys for Circular Motion MCQ Practice sheet is given at the end of sheet. Good for JEEMain! and A"PMT Pre#aration. "f you like it or find so$e error% #lease share or co$$ent. 1. A particle is revolving in a circle with increasing its speed uniformly. Which of the following is constant
a!
Centri#etal acceleration
&!
Tangential Tangential acceleration
c!
Angular acceleration
d!
'one of these.
!. An insect of mass m " # $g is inside a vertical drum of radius ! m that is rotation with an angular velocity of % rad s –1. The insect doesn&t fall. Then the minimum coefficient of friction re'uired is
a!
(.)
&!
(.*
c!
(.+
d!
'one of these.
#. A particle is moving on a circular path of 1( m radius. At any instant of time its speed is % m)s and the speed is increasing at a rate of ! m)s !. At this instant magnitude of the net acceleration will *e+
a!
,.+ $-s+
&!
+ $-s+
c!
+.) $-s+
d!
*., $-s+
,. A coin- placed on a rotation turnta*le slips- when it is placed at a distance of / cm from the centre. 0f the angular velocity of the turn ta*le is tripled- it will ust slip- if its distance from the centre is+
a!
+ c$
&!
/ c$
c!
, c$
d!
0 c$
%. A particle moves in a uniform circular motion. Choose the wrong statement+
a!
The #article $oves with constant s#eed &!
The acceleration is always nor$al to the velocity
c!
The #article $oves with unifor$ acceleration
d!
The #article $oves with varia&le velocity.
2. A *o* of mass m- suspended suspended *y a string string of length l 1 is given a minimum velocity re'uired to complete a full circle in the vertical plane. At the highest point- it collides elastically with another *o* of mass 3!m& suspended *y a string of length l !- which is initially at rest. 4oth the strings are massless and in e5tensi*le if the second *o*- after collision ac'uires the minimum speed re'uired to complete a full circle in the vertical
plane- the ratio
a!
,
&!
1
c!
/
the value of 3n& is
d!
)
6. The direction of the angular velocity vector is along+
a!
The tangent to the circular #ath
&!
The inward radius
c!
The outward radius
d!
The a2is of rotation
7. A stone is tied with a string and is rotated in a circle hori8ontally. When the string suddenly *rea$s - the stone will move+
a!
Tangential Tangential to the $otion
&!
Away Away fro$ the centre
c!
Towards Towards the centre
d!
'one of the a&ove
/. The ma5imum tension that an ine5tensi*le ring of radius 1 m and mass density (.1 $g m –1 can *ear is ,( 9. The ma5imum angular velocity with which it can *e rotated in a circular path is+
a!
+( rad-s
&!
03 rad-s
c!
01 rad-s
d!
0) rad-s
1(. Two particles of e'ual masses are revolving in circular paths of radii r 1 and r! respectively with the same speed. The ratio of their centripetal forces is+
a!
&!
c!
d! 11. The angular speed of a fly wheel ma$ing 1!( rev)min is+
a!
+π rad-s
&!
*π+ rad-s
c!
π
d!
*π rad-s
rad-s
1!. A mass of ! $g is whirled in a hori8ontal circle *y means of a string at an initial speed of % rev)min. :eeping the radius constant the tension in the string is dou*led. The new speed is nearly+
a! &!
c!
0( rev-$in
d! 1#. A stone of mass of 12 $g is attached to a string 1,, m long and is whirled in a hori8ontal circle. The ma5imum tension the string can withstand is 12 9. The ma5imum velocity of revolution that can *e given to the stone without *rea$ing it- will *e+
a!
+( $s 40
&!
01 $s 40
c!
0* $s 40
d!
0+ $s 40
1,. A particle moves with constant speed v along a circular path of radius r and completes the circle in time T. The acceleration of the particle is+
a!
&!
c!
d! 1%. The speed of revolution of a particle going around a circle is dou*led and its angular speed is halved. What happens to the centripetal acceleration
a!
5eco$es four ti$es
&!
6ou&led
c!
7alved
d!
8e$ains unchanged
12. A particle of mass ! $g is moving along a circular path of radius 1 m. if its angular speed is ! rad s –1- the centripetal force on it is+