Tangential and normal components

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a particle A is constrained to move in the circular slot of CD.knowing that t=0 the particle A starts from rest and moves so that its speed increases at a constant rate of 0.8in/s^2.Determine the magnitude of its total acceleration when t=2.pls help...

thanx...
 
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ah,miss out smtg about the radius is 3.5in
 
i have no idea about it .pls help...
 
the answer is 1.048in
 
Do you know how to do it or do you still need help?
 
no,i don't know how to do it.those replies are things that i have missed to type
 
Hints:
(1) The tangential component is given.
(2) The radial component is also known as centripetal acceleration.
 
i have got acc for tangential=0.8 , but the acc for normal i can't find because i don't know what is the velocity
 
Is the acceleration centripetal or tangental?
 
the centripetal acc i can't find
 
What's the formula for centripetal acceleration?
 
acc(centripetal)=velocity^2 / radius
 
Good. So figure out the speed at t = 2 secs and you can calculate the centripetal component of the acceleration.
 
i still can't figure out
 
What's the speed at t = 2 seconds? (Hint: the tangential acceleration is constant so it's just uniformly accelerated motion.)
 
is it equals to zero??
 
oh...is it using the formula v=u + at ??
 
but then i got the velocity=1.6 and try to find the centripetal acc and then the total acc and got the wrong answer.did u get the correct answer??
 
Show your work.

(FYI: I believe you had a typo in your answer.)
 
Last edited:
for acc tangential=0.8 , for acc centripetal i use eqn v=u+at plus acc=v^2/R and obtain 0.7314
the acc total=1.5314 which is not the answer
 
The tangential and radial components are perpendicular components: you can't just add them. How do you find the magnitude of a vector given its components?
 
oh...i found it...thank you very much...