Loading....
|
Press & Hold to Drag Around |
|||
|
Click Here to Close |
|||
Question 1 Report
Answer Details
Question 2 Report
2 x v = 1.6 x 10-2 x 150
v = 1.2ms-1 in opposite direction
Question 3 Report
Answer Details
Question 4 Report
All the heat generated in a \(5\ \Omega\) resistor by 2A flowing for 30 seconds is used to evaporate 5g of a liquid at its boiling point. Which of the following is the correct value of the specific latent heat of the liquid?
mL = I2Rt
5 x L = 2 x 2 x 5 x 30
L = 120Jg-1
Question 5 Report
In the circuit Shown above, calculate the effective capacitance between X and Y
Answer Details
Question 6 Report
Answer Details
Question 7 Report
Answer Details
Question 8 Report
Answer Details
Question 9 Report
Question 11 Report
Which of the following i. \( \beta \)-particles ii. protons iii. neutrons iv. \( \alpha \)-particles. may be found in light nuclei?
Question 12 Report
A given mass of an ideal gas occupies a volume V at a temperature T and under a pressure p. If the pressure is increased to 2p and the temperature reduced to \( \frac{1}{2T} \), then the percentage change in the volume of the gas is
P2 = 2P1
T1 = 2T2
2P1V2T2 = P1V12T1
V2 --V1
% change = V1−14V1V1 X 100%
= 75%
Question 14 Report
= 650watts
Energy(kWhr) = 650 x 10-3 x 10
= 6.5 kWhr
1kWhr cost 2 kobo ; 6.5 kWhr will cost 2×6.51
= 13 kobo
Question 15 Report
= 1000×10×1010
= 10kW
Question 16 Report
Answer Details
Question 17 Report
Answer Details
Question 19 Report
A short bar magnet is placed in earth's magnetic field, as shown above, which of the points II and III are/is possible positions of a neutral point?
Answer Details
Question 20 Report
Efficiency = m.AV.R x 100%
60 = 120effort x 12 x 100
Effort = 100N
Question 22 Report
Two cells each of e.m.f. 1.5V and an internal resistance \(2\ \Omega\) are connected in parallel. Calculate the current flowing when the cells are connected to a \(1\ \Omega\) resistor
rT = 2×22+2
= 1
e.m.f. = I(R + r)
1.5 = I(1 + 1)
I = 0.75Ω
Question 23 Report
mcθ = power x time
5 x 1 x 10-2 x C = 100 x 20
C = 4.0 x 104Jkg-1k-1
Question 24 Report
= m x a x d
= kg x ms2 x m1
= ML2T2
Question 25 Report
Answer Details
Question 26 Report
A coin is placed at the bottom of a cube of glass tern thick. If the refractive index of the glass is \( \mu \), how high does the coin appear to be raised to an observer looking perpendicularly into the glass?
μ = tx ⇒ X = tu
raised of coin = t - x
= t - tμ
= t(μ−I)μ
Question 27 Report
4 = F2 - 256
F2 = 260Hz
Question 28 Report
3 x 108 = λ x 800 x 103
λ = 375.0m
Question 29 Report
Answer Details
Question 30 Report
Question 31 Report
= 0.880.02 = 44 rad/s
2Ï€ F = W = 44
F = 442×3.142
= 7Hz
Question 32 Report
Question 34 Report
Answer Details
Question 35 Report
Answer Details
Question 36 Report
Answer Details
Question 37 Report
Answer Details
Question 38 Report
49mm .... θ
0mm .... 0oC
49−0210−0 = θ−0100−0
49210 = θ100
θ = 23.3oC
Question 39 Report
A force varying linearly with the distance acts on a body as shown above, The work done on the body by the force during the first 10m of motion is
Answer Details
Question 41 Report
Answer Details
Question 42 Report
A body of mass 5kg initially at rest is acted upon by two mutually perpendicular forces 12N and 5N as shown in fig.3. If the particle moves in the direction QA, calculate the magnitude of the acceleration
R = 13N and R = F = ma
13 = 5 x a
= 2.60ms-2
Question 43 Report
Answer Details
Question 44 Report
4.2 x 7.2 x 102 = v x 8.4 x 102
= 3.6m3
Question 45 Report
Answer Details
Would you like to proceed with this action?