The half-life of uranium-232 is approximately 68.9 years. (1) What is the decay constant, A, of uranium-232? (Express in an exact solution form. That is, use "In2" itself if needed. Also, do not express it by a scientific notation like e-1 for your decimal expression.) P λ = sin (a) x α (2) If a sample initially contains 200 mg of uranium-232, then the formula for m(t), the amount of In 2 t 68.9° How much uranium-232 is uranium-232 (in mg) present at time t (in years) is m(t) = 200e present in the sample after 100 years (to the nearest mg)? Number mg

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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The half-life of uranium-232 is approximately 68.9 years.
(1) What is the decay constant, A, of uranium-232? (Express in an exact solution form. That is, use
"In2" itself if needed. Also, do not express it by a scientific notation like e-1 for your decimal expression.)
P
ab
λ =
sin (a)
∞
a
(2) If a sample initially contains 200 mg of uranium-232, then the formula for m(t), the amount of
In 2
68.9° . How much uranium-232 is
uranium-232 (in mg) present at time t (in years) is m(t) = 200e
present in the sample after 100 years (to the nearest mg)?
Number
mg
t
Transcribed Image Text:The half-life of uranium-232 is approximately 68.9 years. (1) What is the decay constant, A, of uranium-232? (Express in an exact solution form. That is, use "In2" itself if needed. Also, do not express it by a scientific notation like e-1 for your decimal expression.) P ab λ = sin (a) ∞ a (2) If a sample initially contains 200 mg of uranium-232, then the formula for m(t), the amount of In 2 68.9° . How much uranium-232 is uranium-232 (in mg) present at time t (in years) is m(t) = 200e present in the sample after 100 years (to the nearest mg)? Number mg t
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