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10151.

Solve for x4x^2-4ax+(a^2-b^2)=0

Answer»
10152.

Give three limitations of dimensinal analysis

Answer» 1. It gives no information whether a physical quantity scalar or vector.2. It doesn\'t tell about dimensionless constant in this formula.3.we cannot derive formula containing trigonometric function,exponential function etc which have no dimension.
10153.

Find a unit vector parallel to the resultant of the vectors=vectorA=2

Answer»
10154.

Convert 1 kilometre per hour to centimetre per second square

Answer» 1 kilometer/hour [km/h] = 27.7777777777778 centimeter/second [cm/s]
10155.

What is the dimension of density?

Answer» Thank you esha
[M/L³]
10156.

Find the difference (I)y=8sinx +16cosx (ii) y=(3+x) (x+4) (iii) y =sin squre x

Answer»
10157.

Explain different types of error in detail with example

Answer» Relative error, ebsolute error, percentage error, and meanebsolute error
1. Absolute error2. Zero error
10158.

How to find the resultant of the forces A=4î-3j and B=6i+8j

Answer»
10159.

What is initial velocity

Answer» Starting points
10160.

Two wires A and B . If the radius of A is 3 times than that of B

Answer»
10161.

Why a magnet attracts iron..

Answer» How earth attracts everything
Magnet attracts iron due to the influence of their magnetic feild upon the iron. Before a picec of iron enters the magnetic feild of a magnet polarization of the irons atom is random. When exposed the magnetic feild the atom begins to alight their electrons with the flow of magnetic feild which make the iron magentized as well. This in trun creates an attractio between two magnetized objacts.
10162.

Which is good lab manual for physics

Answer» Candid
Sugandha
Thanks
Arihant
10163.

Elastic behaviour of solids

Answer» Solid objects will deform when forces are applied on them. If the material is elastic, the object will return to its initial shape and size when these forces are removed.
10164.

Elastic behaviour

Answer»
10165.

Convert acceleration due to gravity 9.8 m / s square in CGS .

Answer» Gravitational acceleration is 9.81 m/s². By using the conversion 1 m = 100 cm, we can find it in CGS. This gives us 981 cm/s².
10166.

Describe parallax method to find the distance of near star and size of the moon

Answer» Three relative height in position of an object with respect to the background is called parallel
10167.

What is nutrino?

Answer» Thanks
Nutrino is the field particle of weak force which is about 10²5 times stronger than the gravitational force ?
10168.

Derive acceleration from velocity-time graph.

Answer»
10169.

Convert 980 cm/ second square into km/ min square

Answer» 980cm/s^2 ×1×1.980cm/s^2 ×1km/100000cm ×60s^2/1min.980×60×60/10000 = 98×36/100=3528/100. Then, 35.28 km/min^2
35.28 km / (min square)
10170.

Define personal error

Answer» Personal errors: Errors occurring due to human carelessness, lack of proper setting, taking down incorrect reading are called personal errors.These errors can be removed by:\tTaking proper instrument and calibrating it properly.\tExperimenting under proper atmospheric conditions and techniques.Removing human bias as far as possible
10171.

Notes on heat internal energy and work

Answer»
10172.

When physics was come? and what is physics

Answer»
10173.

What is the difference between net force and acceleration

Answer» If a net force acts on the body then the velocity of the body either increases or decreases. Thus, this rate of change of velocity of the body is acceleration. ... If the same force is applied to two different bodies then the one with a smaller mass will have greater acceleration.
10174.

Displacement time equation for nth second -s=ut+1/2at.t

Answer» I don\'t understand it clearly
Take this equation for n and then for n+1 then subtract n+1 equation from n equation and u will get the answer???{n or n+1 in the place of t}
10175.

What is the difference between A degree and Astronomical unit

Answer» Adegree is angstroms it is 10-10\xa0where as AU is astronomical unit distance between sun and earth 15 crore km
10176.

What is measurement

Answer»
10177.

Uses and limitations of dimensional analysis

Answer»
10178.

An bomber flying at an angle of 53 vertical release an bomb at an

Answer»
10179.

How many parsec are there in one metre ....?

Answer» 1 metre = 3.241 x 10^-7 parsec
10180.

Why is gravitational force is called weak force?

Answer» Long range of attraction between two objects
Gravitational force is weak force because it only applied between two celestial body having high mass
10181.

What is the use of vector

Answer» I waiting here
Give me the ans
You are a bio student
For determination of magnitude and direction.
10182.

What is division rule

Answer» A divisibility rule is a shorthand way of determining whether a given integer is divisible by a fixed divisor without performing the division, usually by examining its digits.
10183.

What r the factors effecting elastic behaviour of solids

Answer» \tEffect of stress.\tEffect of annealing.\tChange in temperature.\tPresence of impurities.\tDue to the nature of crystals.
10184.

How many light years are there in 1 metre seconds

Answer» 9.476 * 10^15
{tex}\\ {1.057 \\times 10^{-16}}{/tex} light years are there in 1 meter.The value of light years in terms of meter is based upon the conversion factor as both are the measure of distance being the fundamental quantity. There are 7 fundamental quantities of which length is the fundamental quantity and measure of length is known as distance. Light years and meter both are units of distance.{tex} 1 \\text { light year }=9.46 \\times 10^{-15}.{/tex}Thereby, {tex}1 \\text { meter }=\\frac{1}{9.46 \\times 10^{-15}}\\ \\text{light year}{/tex}{tex}\\Rightarrow 1 \\text { metre }=1.057 \\times 10^{-16}\\ \\text{Light years}.{/tex}\xa0
10185.

Unit of potential different

Answer» Voltage
Voltage
Volt
10186.

Diamensional formula of electric charge

Answer» A1t1
Ampere × time
10187.

Temperature is a scalar or a vector quantiy?

Answer» Scalar
Scalar quantity
Scalar
Scalar
10188.

What is physical unit

Answer»
10189.

Is time vector .. yes but how??

Answer» It continue to move future
10190.

How thita=b/D in parallax method

Answer» Let we take the angle tita and we know that tita =arc÷radius therefore we take arc as b and radius as D
10191.

Which one is more elastic rubber or steel . Explain

Answer» Let length and area of rubber and steel rod = l and a respectivelyLet Yr = Young’s modulus of elasticity for rubberYs = Young’s modulus of elasticity for steel when Stretching force F is applied, Let{tex}\\Delta l r{/tex} Extension in rubber{tex}\\Delta{/tex} ls = Extension in steelNow, {tex}\\Delta l r{/tex} will be greater that ∆ls.Now {tex}Y = \\frac { F l } { a \\Delta l } = \\frac { \\text { Normal stress } } { \\text { Longitudinal strain } }{/tex}So, {tex}\\mathrm { Yr } = \\frac { F l } { a \\Delta l r } ; \\mathrm { Ys } = \\frac { F l } { a \\Delta {l} s }{/tex}Since {tex}\\Delta l r > \\Delta l s{/tex}So, Yr < YsHence more the modulus of elasticity more elastic is the material, so, steel is more elastic than rubber.
10192.

Whate is unit

Answer» Unit of a quantity is the standard measurement of same quantity for purpose of comparison
Units are standards for measurement of physical quantities
10193.

Derivation of v=v0 +at ,x=v0t +1/2at2, v2=v02t 2ax

Answer» it is according to algebric method becoz calculus method is not possible herev=u+at a=v-u/tv-u=atv=u+at
10194.

Convert an energy of one joule into ergs

Answer» 1 j = ? ergX U = x uX [ M1 L1^2 T1^-2 ] = x [ M2 L2^2 T2^-2 ]x = 1[ M1 L1^2 T1^-2/ M2 L2^2 T2^-2 ] x = [ M1 / M2 ] [ L1 / L2 ]^2 [ T1 / T2 ]^-2 x =[10^3/1] [10^2/1]^2 [1/1]^-210^3 × 10^4= 10^7
Its very easy
10195.

Can a body have constant speed with varying velocity?

Answer» Yes, # change in velocity means change in magnitude as well as in direction, the given condition is possible when a body travels in circular path
When body moves in circular path with constant speed but its direction keep changing and hence velocity keep changing
Yes
10196.

Is physical world chapter important

Answer» Yes
Not much but it is a connecting link between 10&11
10197.

Time period of an ocillating drop of radius r density raw and surface tention is T=k raw{ r

Answer»
10198.

What are the errors and their uses

Answer»
10199.

What is the dimension of slap

Answer» slap\xa0{tex}\\times{/tex} speed = PowerDimension of slap\xa0=\xa0{tex}\\frac{Power}{speed}{/tex}= M1L2T-3/M0L1T-1= M1L1T-2
10200.

What is prototype metre

Answer»