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1. Suppose that f(x) = -ar³/2 + bæ'/2. Reparameterize this function in terms of the location of the minimum, rmin- In fact, let's specifically say I want a new equation in which a is replaced with some combination of rmin and b. 2. Suppose that z(a – e be) f(z) = (1) CI If the asymptote of this equation is 11, what does this tell you about a, b, c, or some combination of those?

1. Suppose that f(x) = -ar³/2 + bæ'/2. Reparameterize this function in terms of the location of the minimum, rmin- In fact, let's specifically say I want a new equation in which a is replaced with some combination of rmin and b. 2. Suppose that z(a – e be) f(z) = (1) CI If the asymptote of this equation is 11, what does this tell you about a, b, c, or some combination of those?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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1. Suppose that f (x) = -ax/2 + ba/2. Reparameterize this function in terms of the location of the minimum, xmin- In fact, let's specifically say I want a new equation in which a is replaced with some combination of amin and b. 2. Suppose that f(x) = z(a – e-b<) (1) If the asymptote of this equation is 11, what does this tell you about a, b, c, or some combination of those?
Transcribed Image Text:1. Suppose that f (x) = -ax/2 + ba/2. Reparameterize this function in terms of the location of the minimum, xmin- In fact, let's specifically say I want a new equation in which a is replaced with some combination of amin and b. 2. Suppose that f(x) = z(a – e-b<) (1) If the asymptote of this equation is 11, what does this tell you about a, b, c, or some combination of those?
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