If T(æ) = + is the temperature of a runner (in Fahrenheit) at a distance x from the start line (in miles) find the rate at which the runners temperature is changing with respect distance at æ = 9 with units: -0.0123 degF/mile

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Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
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You have answered 2 out of 3 parts correctly.
If f(x) = } + then = -(1/x^2)-(9/x^10)
The slope of the tangent line to f at x = 1 is -10
If T(x) = + is the temperature of a runner (in Fahrenheit) at a distance x from the start line (in miles) find the rate at which the
runners temperature is changing with respect distance at a = 9 with units: -0.0123 degF/mile
Transcribed Image Text:29. Try again < Previous You have answered 2 out of 3 parts correctly. If f(x) = } + then = -(1/x^2)-(9/x^10) The slope of the tangent line to f at x = 1 is -10 If T(x) = + is the temperature of a runner (in Fahrenheit) at a distance x from the start line (in miles) find the rate at which the runners temperature is changing with respect distance at a = 9 with units: -0.0123 degF/mile
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