Mathematics Thread (1 Viewer)

CirrusTheJet

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Nice! Now you have one more formula to refer to if you ever need it in the HSC.

I will probably post another projectile motion proof tomorrow (it won't be too hard).
 

f7eeting

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im seeing more words than math symbols :uhoh:
tbh if i know im gonna post my solution i try and write more so it can be followed more easily (does this make me performative? :confused:)
if this was in an exam it would be very different 😂
 

Jaros

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yes ur being very performative (jk when it comes to exam my working out has actual words too)
 

Jaros

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anyone wanna give this question a go?, idk how to solve it properly,
Question: Consider a curve in the first quadrants. The tangent at any point P cuts the x-axis at Q. Given that OP=PQ, where O is the origin, and that the point (1,4) lies on the curve, find the equation of the curve
 
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CirrusTheJet

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That might be a quadratic form equation. I will have a further look into it tomorrow (can't really think right now).
 

Jaros

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its confusing me, all I was able to do was fprime(1)=-4/3, I can't seem to find the curve tho
 

CirrusTheJet

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I was thinking of using average gradients and instantaneous gradients in some ways. I will dive into it further tomorrow.
 

Dzeeshr

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anyone wanna give this question a go?, idk how to solve it properly,
Question: Consider a curve in the first quadrants. The tangent at any point P cuts the x-axis at Q. Given that OP=PQ, where O is the origin, and that the point (1,4) lies on the curve, find the equation of the curve
Spent half an hour trying to do this, and half an hour trying to decipher your solution, only to realise OP=PQ and not OP=OQ.
The lesson learnt: don’t do math tired, it wastes time…
 

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