Meters from the bottom of the triangle with height dx

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Mathematical Applications for the Management, Life, and Social Sciences
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Chapter 9 / Exercise 36
Mathematical Applications for the Management, Life, and Social Sciences
Harshbarger
Expert Verified
meters from the bottom of the triangle with height dxarea 2xdx. The depth of this slice is D= 3 - x. The pressure on this slice is P= ρgD= ρg(3 - The force acting on this slice is dF= PA= 2ρgx(3 – x)dx. The total force acting on this slice is = 02(3)gxx dxρ-. 100,000. Then Twater level1 m4 m2 mxhas x). F25. Suppose the population of a culture of bacteria grows exponentially. At time t= 0, the population is 10,000, and the population reaches 30,000 at t= 2. At time Tthe population is =
We have textbook solutions for you!
The document you are viewing contains questions related to this textbook.
Mathematical Applications for the Management, Life, and Social Sciences
The document you are viewing contains questions related to this textbook.
Chapter 9 / Exercise 36
Mathematical Applications for the Management, Life, and Social Sciences
Harshbarger
Expert Verified
MAT1322-3X Solution to Final Examination Summer 2014 3
6. SupposeEuler's method with step size h= 0.1 is used to estimate y(0.3), where y(t) is the solution to the initial-value problem y'= 2ty2-y2, y(0) = -1. Which one of the following values is closest to the result that you obtained?
-1.431.
0= -1.
n
-1
7. The sum of the series01
(F) 113.
8. Consider power series 0( 1)3-. Which one of the following statement is true?
(A) When -3 < x< 3, this series is absolutely convergent. When x-3 or x3, it is divergent. (B) When -3 < x< 3, this series is absolutely convergent. When x< -3 or x3, it is divergent. When x= -3, this series is convergent but not absolutely convergent.
MAT1322-3X Solution to Final Examination Summer 2014 4 (C) When-3 < x< 3, this series is absolutely convergent. When x-3 or x> 3, it is divergent. When x= 3, this series is convergent but not absolutely convergent. (D) When -3 < x< 3, this series is convergent but not absolutely convergent. When x-3 or 3, it is divergent. (E) When -3 < x< 3, this series is convergent but not absolutely convergent. When x< -3 or 3, it is divergent. When x= -3, it is absolutely convergent. (F) When -3 < x
x
x

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