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Physics: Post your doubts here!

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It reaches terminal velocity after falling about 10m
so we can find how long it takes to fall 10m from the equation s=ut+0.5gt^2
s=10m
ut=0 since initial velocity is zero
g=9.81
therefore t is about 1.43 s
so it reaches terminal velocity(7ms^-1) at about 1.43 s


But in the answer it says it has to be between 1.5s and 3.5s.
 
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As u move along .. U know u see bright and dark fringes that is exactly what implies Here as well.. The dark fringes go for the minima and light go for the maxima .., in the same manner if u gi with the dots indicated .. U can say that If at O it is bright.. Then go along the dots and as u reach P is is maxima that is bright!
And u can say the readings go from maxima to minima ...and vice verse.
Hope it helps ya :)
 
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Hello for the ripple tank question 5 c,

They asked us to draw and explain, you need to draw the ripple tank and label, you need to show a light source and label it, and draw a screen and also you need to tell them that you use a video camera to observe the waves.



For 5b, if you look at the wave T1, you'll see that 1 Wavelength is 6 blocks.
We know that 1 Wavelength is 360 degrees.
It's given that T2 lags 60 degrees behind.
So we do, 360---> 6 blocks
60-----> ? Blocks

So this means that t2 lags behind t1 by one block.
When you draw t2 it has to have the same Amplitude A as of T1
Superposition principal : When two waves meet, total displacement is the vector sum of the individual displacements of the waves.

If I have any mistakes someone correct me :D Good luck on tomorrow's Physics P2 guys :D
 
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The nodes are the points with 0 displacement, and antinodes are regions with maximum amplitude :)
For part (ii) you need to see how many wavelengths appear in the length PQ. For PQ, you have 1.5 lamda, and the frequency is 0.80. Hence the distance is 0.80*1.5 = 1.2

I didn't understand part (iii), can someone please help with that? Thank you :)

I hope that answers your question adequately :)
All the best for tomorrow.
 
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The wave produced reflects of point Q on the wall. The incident and reflected waves have the same speed and frequency, and interfere at various points across the string. This produces a stationary wave.

I hope that answers your question adequately :)
All the best for tomorrow.


Im sorry but can you please elaborate please! Please write out a full answer as you would write in the exam!

Thank You :)
 
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Hello, for Q5 b I,
Anti nodes are the points where there is maximum displacement of the wave, in this case, they're three antinodes.
Nodes are the points where there is zero displacement, in this case, they're 4 nodes, including 2 nodes at P and Q.
For Ii) look at Wave PQ carefully, you'll see that it's 1.5 lambda.
In part a) you already worked out lambda and got that it's 0.8m
So for length of PQ just substitute and you'll get Length= 1.5 x 0.8 = 1.2 m

For part three, look 2 pages back in this thread and you'll see the explanation with an animation.
 
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