Asked by Hamilton
For a given take-off weight, the take-off distance increases if the air temperature increases. For a specific example, if a KC-135 weighs 200,000 lbs, the take-off distance is modeled by f(t)=1/3(t+145)^2 - 67. If D = f(t) , where D is the take-off distance as a function of t, temperature which is measured in °C and is valid for the temperature domain: [0° to 30°].
Does the inverse exist. If so, interpret the meaning of the inverse function in terms of the relationship between distance and temperature. Within your explanation, include a specific example using correct function notation.
Dont really know where to start on this one. Any help would be greatly appreciated.
Does the inverse exist. If so, interpret the meaning of the inverse function in terms of the relationship between distance and temperature. Within your explanation, include a specific example using correct function notation.
Dont really know where to start on this one. Any help would be greatly appreciated.
Answers
Answered by
bobpursley
solve for t is the first step.
What does the equation mean?
What does the equation mean?