Question

y= Ae^ -(Bt + cx²) find (A), (B) & (C)​

Answer 1

Answer:

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Explanation:

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Answer 2

Answer:

A = L

B = T^-1

C = L^-2

Explanation:

Since e raised to the power anything is dimensionless i.e. 1, hence dimension of A will be equal to that of dimension of Y, i.e. dimension of A will be L.

And since the whole e^(bt+cx2) is dimensionless,

bt = 1, So dimension of b will be T^-1

similarly, cx^2 = 1, So dimension of c will be L^-2