My son is having difficulty with a problem.

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The discussion focuses on solving the formula a = 2d/t² to find acceleration, given distance and time values. The distance is specified as 30 cm and time as 0.9 seconds. Participants clarify that to find acceleration, one should substitute the values into the formula, resulting in a calculation of a = 2(0.3 m)/(0.9 s)², which equals approximately 0.74 m/s². There is a consensus that the formula provides a clear method for determining acceleration, emphasizing the importance of substitution in solving the problem. The thread ultimately highlights the straightforward approach to using the provided formula to find the desired value.
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Unfortunately, I can't help him. The problem is this: a=2d/t(squared). Distance=30 cm. t=.9 seconds.

We're not looking for the answer, just the way to figure it out.
 
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He came up with: 1.35 m/s(squared)
Note: m/s is meters/second (squared)
 
You are trying to find the acceleration, a?

You have a formula, just substitute in,
a = 2(.3) / (.9^2) = .74 m/s^2
 
What is the problem?
 
Thermal said:
Unfortunately, I can't help him. The problem is this: a=2d/t(squared). Distance=30 cm. t=.9 seconds.

gfak25's point is that there is no question in there! you give us a formula, and two numbers. Yes, we can guess, as mrjeffy321 did, that "d" is "Distance", and we are given "t" so maybe the problem is to find a.

In this case, the whole point of the formula is to tell you how find a- That formula says "to find a, multiply the d by 2 (that's the "2d") and then divide by t2." The only "hint" or "way to figure it out we can suggest is "Do It!" Since you tell us that d= 30 cm. and t= 0.9 seconds,
a= (2)(30 cm)/(0.9 s)2.
 
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