Consider the following function on the domain [-5, 5]f(x) 18(4.5*) + 18(0.5*)Locate any relative extreme points in the given domain. (Round your answers to three decimal places. If an answer does not exist, enter DNE.)relative maximum(х, у) -relative minimum(х, у) -

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Asked Nov 12, 2019
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Consider the following function on the domain [-5, 5]
f(x) 18(4.5*) + 18(0.5*)
Locate any relative extreme points in the given domain. (Round your answers to three decimal places. If an answer does not exist, enter DNE.)
relative maximum
(х, у) -
relative minimum
(х, у) -
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Consider the following function on the domain [-5, 5] f(x) 18(4.5*) + 18(0.5*) Locate any relative extreme points in the given domain. (Round your answers to three decimal places. If an answer does not exist, enter DNE.) relative maximum (х, у) - relative minimum (х, у) -

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Expert Answer

Step 1
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Consider the given function as f(x)= 18(4.5) 18 (0.5) defined on the interval [-5,5] Differentiate the above function with respect to x d S(x)=8(4.5)+18(0.5)') =18(4.5) In (4.5)+18(0.5) In (0.5)

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Step 2
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Compute the critical points by letting f'(x)0 as follows f(x)0 18(4.5) In (4.5)+ 18(0.5) In (0.5) = 0 (4.5) In( 4.5) -(0.5)* In(0.5) In (0.5) In (4.5) 4.5 0.5 9T 0.46084 xn 9 =In (0.46084) In (0.46084) In (9) 2-0.3526

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