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you made a mistake in calculation
kx = m / (3600/1000 ms^-1)^2 = m/12.96 (ms^-1)^2 = 0.0772 s^2/m = 0.0772 k1![]()
Lol ok ok
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you made a mistake in calculation
kx = m / (3600/1000 ms^-1)^2 = m/12.96 (ms^-1)^2 = 0.0772 s^2/m = 0.0772 k1![]()
the mass of man n platform is 96 kg so its weight isguys can anyone please tell me the solution for MCQ 11 year2016 paper11 may/june.
thank you so much!the mass of man n platform is 96 kg so its weight is
96 x 10 = 960N downwards
n the man n platform r at a constant height so that means the resultant force on them is 0.
this shows that the water is applying a force of 960N upwards as it moves downwards.
Now we use the formula F = ma
However since the mass is actually in kgs-1 we will use
F= m/t x a
a = (v - u)/t
substituting a into F = m/t x a we have
F = m x (v - u)
We will put the values in to find the change in speed of water
960 = 40 x (v - u)
Now the water must have started from rest so we put a value of 0 for u
960 = 40 x (v - o)
v = 24ms-1
i hope this helps
Use the proportionality method, Intensity is directly proportional to Amplitude squared.Can someone please explain this mcq?
How can we read the amplitude directly? The y-axis shows pressure not displacement. Wouldn't that make a difference?Use the proportionality method, Intensity is directly proportional to Amplitude squared.
For question 13que no 13 and 14 as well please
2)
. Power = Force x velocityque 19 please!
please help me with que number 34
thankyou!Power = Force x velocity
On the horizontal road
30000 = F x 25
F = 1200N
On the slope
Force from the car's engine = 1200N
backward force = mg sin(theta) = 14000sin(2)
To go up the slope the minimum forward force = 1200 + 14000sin(2) to overcome the backward force
Therefore P = (1200 + 14000sin(2)) x 25 = 42214W = 42kW . Ans is C
Resistance of the copper wire = (ρL)/A
Here Length of the copper wire = N x circumference of iron core = N x 2πR= N x 2π x D/2
Also A = π r^2 = π x (d/2)^2
R = 4NρD/d^2. Ans is A
The Answer is always 10^11 no matter whatWhat is the order of magnitude of the Young modulus for a metal such as copper?
A: 10^–11 Pa B: 10^–4 Pa C: 10^4 Pa D: 10^11 Pa
9702_w16_qp_11 Q.1
How do we even answer such questions?
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