MATH 1080 Study Guide - Final Guide: Binary Logarithm, Liquid Oxygen, Kolmogorov Space

• School: University of Guelph
• Department: Mathematics
• Course: MATH 1080
• Professor: Steve Gismondi

Document Summary

At t = 2 - a(t) = 30 e. At t = 5 - a(t) = 30. T(t) = ta + (t0 ta) e-kt. T(how many hours passed until body was discovered) If the body was further cooled to 14 and. Tmorgue = 4 t = 3 hours thalf life (1/2) = 350. Convert the + 2 to log2(4) as the base. 2 to the exponent 2 is equal to 4 (this is totally prepared indefinitely) 23x = 10 x = - 10 / 23. 30 e = a0 e [exp -2 (k)] A(2) - a(5) = e = e [exp 3k] (ln) e = (ln) e [exp 3k] k = 1 / 3. 21 = 20 + (37 20) e [exp -2t] 14 = 4 + (37 -20) e [exp -3t] A(350) = 1/2a0 = a0 = a0 e-kt. = e [exp -350 (-k)] (ln) = -350 (-k) x = - 10 / 23 k = 1 / 3.