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Question 1 Report
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Question 2 Report
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0.5 x 2.3 x 106 = 100t
t = 1.15 x 104s
Question 3 Report
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Question 4 Report
For a rough inclined plane on which lies a body of weight W, the angle θ in the diagram above becomes the angle of friction if
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Question 5 Report
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= kg x m x S-2
= M1L1T-2
Question 6 Report
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RxRy = U2xsin60U2ysin120
sin60o = sin120o
RxRy = 11
hence, = 1:1
Question 7 Report
When the sun, moon and the earth are as shown in the diagram above an observer standing in X is in
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Question 8 Report
Three electric cells each of e.m.f 1.5V and internal resistance of 1.0 \(\Omega\) are connected in parallel across an external resistance of \(\frac{2}{3}\Omega\). Calculate the value of the current in the resistor
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r = 1× 1×1(1× 1)+(1× 1)+(1× 1)
r = 13 Ω
I = E.m.fr+R
I = 1.513 +23
I = 1.5A
Question 9 Report
Question 10 Report
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Question 11 Report
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Question 12 Report
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Question 13 Report
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Question 14 Report
The figure above shows a block of mass m sliding down a rough inclined plane QP at angle \( \theta \). The forces acting on the block along QP are
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Question 15 Report
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Question 16 Report
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F1L1 = F2L2
500 x 0.9 = 150 x L2
therefore, L2 = 3m
Question 17 Report
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Question 18 Report
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Question 19 Report
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dxdt = 10 + 12t2
dxdt = 24t
dxdt =24 x 3
dxdt = 72 ms-1
Question 20 Report
If \(8 \times 10^{-2}\,\mathrm{J}\) of work is required to move \(100\,\mu\mathrm{C}\) of charge from a point X to a point Y in an electrical circuit, the potential difference between X and Y is
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Question 21 Report
The diagram above shows two wave forms P and Q at a particular instant in time. the two waves will interface
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Question 22 Report
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Question 23 Report
The voltage of the domestic electric supply is represented by the equation \(V = 311 \sin 314.2t\). Determine the frequency of the a.c. supply \([\pi = 3.142]\)
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V = V sin2π Ft
2μ F = 314.2
F = 314.22× 3.142
F = 50Hz
Question 24 Report
The length of mercury thread when it is at 0oC, 100oC and at an unknown temperature \( \theta \) is 25mm, 225mm and 175mm respectively. The value of \( \theta \) is
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θ = 75.0oC
Question 26 Report
Two 50 \(\mu\) Farad parallel plate capacitors are connected in series. The combined capacitor is then connected across a 100-V battery. The charge on each plate of the
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Question 27 Report
A load of 20N on a wire of cross-sectional area 8 x 10-7m2, produces an extension of 10m2. calculate Young's modulus for the material of the wire if its length is 3m
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7.5 x 1011Nm-2
Question 28 Report
A galvanometer of internal resistance \(50\Omega\) has a full scale deflection for a current of \(5\text{mA}\). What is the resistance required to covert it to a voltmeter with full scale deflection of \(10\text{V}\)?
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Question 29 Report
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= 200×10×θ101500 x 1001
= 80%
Question 30 Report
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Question 31 Report
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Question 32 Report
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Question 33 Report
In the diagram above, which of the angles \( \theta_1 \), \( \theta_2 \), \( \theta_3 \) and \( \theta_4 \) is the angle of deviation of the ray of light passing through the glass prism XYZ?
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Question 34 Report
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Question 35 Report
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Question 36 Report
For what value of 6 are the forces in the diagram above in equilib4ruim
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Question 37 Report
In a meter bridge experiment, two resistor \(2\Omega\) and \(3\Omega\) occupy the left and right gaps respectively. Find the balance point from the left side of the bridge
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2x = 3100?x
making x subject of formula,
2(100 - x) = 3x
200 - 2x = 3x
200 = 3x + 2x
200 = 5x
divide both side by 5
x = 40cm
Question 38 Report
A uniform light beam XZ is Hinged at X and kept in equilibrium by the forces T and F as shown in the diagram above. if XO = 20m and OY = 30cm, express T in terms of F
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Question 39 Report
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Question 40 Report
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F = 2 [10 + (40−10)4 ]
F = 35 N
Question 41 Report
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Question 42 Report
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(20)2 = u21/2 x 10 x 10
u2 = 600(m/s)2
initial K.E = - mu2
= 12 x 600
= 30 J
Question 43 Report
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Question 45 Report
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Question 46 Report
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G1M1r21 = G2M2r22
G1M1r21 = G2×10M1(2r1)2
G1G2 = 25
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