Radial and tangential acceleration

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A point on a rotating turntable, 21.5 cm from the center, accelerates from rest to 0.800 m/s in 1.75 seconds. The discussion focuses on calculating radial acceleration, tangential acceleration, and total acceleration at 1.28 seconds. The user attempted to apply relevant equations but did not arrive at the correct answers. Clarification is sought on the calculations and the specific values used for the three types of acceleration. Understanding the correct application of the formulas is essential for solving the problem accurately.
steph35
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Homework Statement


A point on a rotating turntable 21.5 cm from the center accelerates from rest to a final speed of 0.800 m/s in 1.75 s. At t = 1.28 s, find the magnitude and direction of each of the following.


Homework Equations


(a) the radial acceleration

(b) the tangential acceleration

(c) the total acceleration of the point
? m/s^2, ? °


The Attempt at a Solution


for this i used the right equations for the give times and substituded V= 2pir/T but i didnt get the right answer. i used a_r= -v^2/r and a_t= d|v|/dt...can somebody explain it in a simple way...
 
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Hi steph35,

steph35 said:

Homework Statement


A point on a rotating turntable 21.5 cm from the center accelerates from rest to a final speed of 0.800 m/s in 1.75 s. At t = 1.28 s, find the magnitude and direction of each of the following.


Homework Equations


(a) the radial acceleration

(b) the tangential acceleration

(c) the total acceleration of the point
? m/s^2, ? °


The Attempt at a Solution


for this i used the right equations for the give times and substituded V= 2pir/T but i didnt get the right answer. i used a_r= -v^2/r and a_t= d|v|/dt...can somebody explain it in a simple way...

What numbers did you use, and what answers did you get for the three accelerations?
 
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