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0 sats \ 0 replies \ @noknees 22 Sep \ parent \ on: Properties of Materials: Singapore Primary School Science science
Haha sure :)
Yes, you can directly go to their website CISCE.ORG
Under the Examinations tab you will find the papers and related syllabi for ICSE (Class 10 - 16y olds) and ISC (Class 12 - 18y olds)
Hope to see some better competition in the future :)
Coolest technical question paper I have ever seen.
In India we have the CISCE board, we have tough questions there and conceptual too, but never this critical. I mean, I doubt even question setters delve in their surroundings so deeply. Appreciate the effort. What grade is this for?
We have conceptual questions too which are quite challenging. I'm showing you some,
They are for 10th grade students.
It was really one of the most innovative and helpful projects I worked on. I see a great future for ZapTracker ahead and I highly recommend it to everyone using nostr.
Out here, yo, nothin' ever certain
Only thing that's promised is that promises are broken
Yeah, so we findin' ways to cope then
Only thing I'm breaking is my youth with these emotions.
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Currently testing a new tech in Lightning: need exactly 1000 sats to unlock a $7 payout — will send straight back.
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It's not that I know too much about it either, I'm just studying it, so got a chain of thoughts in my mind, I still have a long way to go :)
- The required unit of chronal potential
\phi_t
would be\frac{s}{kg \cdot m}
If we accept these units for the chronal potential, it means:
Chronal potential is a measure of how time flows per unit of momentum-space displacement.
It inversely scales with mass and position, implying heavier or faster-moving objects dampen the local time flow (sounds heretical to Minkowski and Schwarzschild metrics)
- Oh maybe I didn't explain properly, thanks to that, I got caught up in the thought and forgot to define chronal field vector
\vec{C} = -\nabla\phi_t
so it becomes
\Delta t = \vec{C} \cdot |(\vec{T} \times \vec{p})|
so maybe,
\Delta t = \int_{a}^{b} \vec{C}\, \vec{dl}
thing is, they don't mention the temperature.
they just say "near" absolute zero, how near?
photons show variable states at variable temperatures, a certain quantum state of photon even shows stability at near 100K