Kinematics Maths Problem

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Been stumped in this for ages now. Ain't got a clue how to go about it

20120225_132153.jpg
 
The answer is 5.93 (I think).

If S = distance, T = time, you are given T=1.8
Therefore, S = (2 x 1.8 x1.8) + (4 x 1.8) -3 = 10.68
speed = distance / time
speed = 10.68 / 1.8 = 5.933333
 
s=2t^2+4t-3 ... t=1.8

S = Distance
T = Time
V = Velocity

s=2(1.8)^2+4(1.8)-3 ... s=10.68m

s=vt Distance=Velocity*Time (this is a common formula you should know)

v=s/t
10.68/1.8 = 5.93ms^-2
 
erm, dont you differentiate?

Question is what is velocity AT time t=whatever. NOT what is the average velocity after time t=x, which is what the other guys have done.

v(t) = 4t + 4

e: mufc, velocity is m/s not m/s/s
 
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True, does me think there is more involved for 10 marks now.


erm, dont you differentiate?

Question is what is velocity AT time t=whatever. NOT what is the average velocity after time t=x, which is what the other guys have done.

v(t) = 4t + 4

e: mufc, velocity is m/s not m/s/s

Any chance you could show me the method? Got another few questions like this.
 
s=2t^2+4t-3 ... t=1.8

S = Distance
T = Time
V = Velocity

s=2(1.8)^2+4(1.8)-3 ... s=10.68m

s=vt Distance=Velocity*Time (this is a common formula you should know)

v=s/t
10.68/1.8 = 5.93ms^-2

This assumes a constant velocity which is not correct in this question. As others have stated, you need to differentiate to find the velocity.
 
I think using the letter 's' to describe postion and not speed threw a few people off.

Examiners just looove to be sneaky like that :rolleyes:
's' is actually the "standard" letter for distance (where you're not wanting to imply distance in the horizontal direction).

("standard" in quotes because it's not set in stone. That is, it's a lot less standard than t for time or v for velocity).
 
's' is actually the "standard" letter for distance (where you're not wanting to imply distance in the horizontal direction).

("standard" in quotes because it's not set in stone. That is, it's a lot less standard than t for time or v for velocity).

This. Especially when you start getting to more interesting physics where you define line elements by ds, it's the generally accepted notation :)
 
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