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Answers posted by vijayalakshmi.r
Questions
1231
answers
9
best answers
0
votes
Finding coefficient of Frictional forces
answered
Sep 8, 2015
Given: m = 2kg, v=6m/s, t= 10s Coefficient of friction = a/g a= (v-u)/t = (6_0)/10= 0.6ms^-2 g=9.8 m...
0
votes
How to extract information from question that u=0
answered
Sep 3, 2015
Even though it is not mentioned that the initial velocity u = 0, the electron is at rest before the ...
0
votes
projectile motion in trajectory
answered
Sep 3, 2015
Since the horizontal component of velocity remains always a constant, only the vertical component of...
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A straight line is parallel to the x-axis and passes through the intersection of the lines $x+2y+1=0$ and $y=x+7$.Find the equation of the straight line.
answered
Sep 2, 2015
Let us solve the given equations x+2y =-1 and -x+y=7 We get x =-5 and y =2 Since the line parallel t...
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A straight line $y=mx$ passes through the intersection of the straight lines $x+2y-1=0$ and $2x-y+3=0.$Find the value of m.
answered
Sep 2, 2015
Let us solve the given equations, x+2y=1 and 2x-y=-3 On solving we get, x =-1 and y =1 Since the lin...
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A square lamina has a side of length l. If an isosceles triangle is removed such that its base lies on one side of the square and its height is h. If the remaining portion is suspended from its apex it is in equilibrium position. Find the value of h.
answered
Aug 20, 2015
The side of the square is l and the height of the triangle is h Let m1 be the mass of the square and...
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What is distance of centre of mass of a uniform of rod of length πR/3 if it is bent into a circular arc of radius R from a centre C
answered
Aug 20, 2015
given lenght of the rod l = piR/3 i.e; 2pir = pi R /3 therefore r = R/6, This imples the arc is o...
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a block of mass m1=2kg on a smooth inclined plane at angle30 is connected to a second block of mass m2=3kg by a cord passing over a frictionless pulley . find the acceleration of each block ?
answered
Aug 20, 2015
Given m1 = 2kg and m2 = 3kg and the angle of inclination is 30deg. Hence m1a = T-m1gsintheta-----(1...
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A square lamina has side of length l. An isosceles triangle is cut from the square. The base of the triangle lies on the side of the square and its height is h. When the remaining is portion is suspended from the apex it will remain in equilibrium position
answered
Aug 18, 2015
Yes. The body will remain in equilibrium because the centre of mass will still lie on the height h o...
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votes
Question based on power
answered
Aug 12, 2015
Average power = force x average velocity displacement = 5i +4j - [-3i) - 2j] = 8i+6j average veloc...
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votes
capacitor in induction coil
answered
Aug 10, 2015
When a circuit is broken, a high voltage is induced which may cause sparking. to avoid sparking we...
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a body dropped freely from a height h on to a horizontal plane, bounces up and down and finally comes to rest. the coefficient of restitution is e. the ratio of velocities at the beginning and after two rebounds is
answered
Jul 29, 2015
The body falling from a height h reaches the ground with a speed $v = \sqrt{2gh}$ coefficient of re...
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prove 3[AB+BC+AC]HOLE SQUARE=4[AD+BE+CF]HOLE SQUARE
answered
Apr 30, 2015
Let AD be the median and AP be perpendicular to BC By Pythagoras theorem AB^2= AP^2+BP^2 AC^2 = A...
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Ballot Theorum
answered
Mar 24, 2015
(P-Q)/(P+Q). Let us take an example. Suppose There are 3 votes for candidate A and 1 vote for candi...
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A man 160 cm tall walks away from a source of light situated at the top of the pole 6m high at the rate of 1.1 m/sec. How fast is the length of the shadow increasing when he is 1m away from the pole.
answered
Mar 13, 2015
$\frac{dx}{dt} = 1.1m/s$ $\frac{6}{1.6} =\frac{x + y}{y}$, hence $6y = 1.6x+1.6y$ $4.4y = 1.6x$ O...
1
vote
how to remember equation of tangent . can you show how did you find out Equation of tangent at $(a{t_1}^2,2a{t_1})$ is
answered
Feb 20, 2015
Equation of a parabola is $y^2 = 4ax$ on differentiating w.r.t x we get, $2y\frac{dy}{dx} =...
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Show that volume of the greatest cylinder which can inscribed in a cone of height h and semi-vertical angle $ 30^{\circ} \: is \: \large\frac{4}{81} $$\: \pi h^3.$
answered
Dec 29, 2014
Let the height of the cylinder be x, and height of the cone be h Therefore $VO' = xcot30°
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In the cathode ray experiment how low pressure can increase the space between the atoms of the gas?
answered
Dec 22, 2014
At low pressure there is enough space between the atoms. So the ions could accelerate at high speed....
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find out the value of d as shown in fig.
answered
Dec 13, 2014
d= 2. Since angle of incidence is same for both the rays, the angle of refraction is also the same. ...
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votes
main function of roasting
answered
Dec 13, 2014
The main function of roasting is to convert the o'er into its metal oxide,
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fractional distillation of coal tar yieds?
answered
Dec 13, 2014
Fractional distillation of coal tar yields: Benzene, toulene,xylene,naphthalene,anthracene,phenanth...
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votes
how become limits 0 to 2 for parabola and 2 to 4 for the circle..can u help me
answered
Dec 6, 2014
The point of intersection for the circle and parabola can be obtained by solving the equations for x...
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votes
question gave coefficient of friction to be " k " for both the blocks but if put k1=k2=k then F=0 how is this possible?
answered
Dec 1, 2014
F=k(M+m)/(sinx-kcosx) If tanx <k then (sinx-kcosx)<0 Therefore F is negative. So for angles l...
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a particle has initial velocity V=3i +4j and a constant force F = 4i-3j acts on the particle .prove that path of particle is parabolic.[where i,j represent unit vectors along x and y axis]
answered
Nov 30, 2014
Let us consider the particle to move along the y axis under the action of force which produces a con...
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votes
two blocks m and M tied together with an inextensible string are at rest on rough horizontal surface with coefficient of friction " k ". the block m i pulled with a variable force F with a variable angle 'x' with the horizontal .the value of 'x' for which the least value of F is required to move the blocks given by
answered
Nov 28, 2014
F= (k1-k2)m1m2gcosx/m1+m2
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A 60kg man stands on a spring scale in a lift.at some instant,he finds that the scale reading has changed from 60kg to 50kg for a while and then comes back to original mark.what should be concluded?
answered
Nov 28, 2014
The elevator is moving vertically downwards with a uniform acceleration a. In this case since the we...
-1
votes
A small marble is projected with a velocity of 10m/s in a direction 45 degrees from the horizontal y-direction on the smooth inclined plane . calculate magnitude of velocity after 2s?
answered
Nov 28, 2014
V=√v^2+g^2t^2-2vgtsinx Given v=10m/s x=45° t=2sec Substituting the values √100+(9.8)^2x2^2-2x10x9.8x
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Differential equation - Linear
answered
Nov 20, 2014
Given dydx=y+2x On rearranging this we get, dy/dx -y=2x Clearly this a linear differential e...
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votes
Homogeneous equation
answered
Nov 17, 2014
It is given that the slope is $1+ \dfrac{y}{x}$ i.e $\dfrac{dy}{dx}= 1+ \dfrac{y}{x}$ rearranging ...
0
votes
Solve the homogeneous equ: $\frac{dy}{dx}+\frac{y}{x} = \frac{y^2}{x^2}$
answered
Nov 14, 2014
$\frac{dy}{dx} +\frac{y}{x} = \frac{y^2}{x^2}$ dy/dx=y^2/x^2 - y/x = (y^2-yx)/x^2 This is a homog...
1
vote
Form the differential equation of the family of parabolas with vertex on the x axis with symmetry axis parallel to the axis y positive and the vertex to focus distance equal to P.
answered
Sep 30, 2014
The given equation of the parabola is $(x-h)^2=4py$. Since it has two constants we will have to diff...
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