Mathematics ITU Board 2077
Dry air is moving upward. If the ground temperature is 20^0 and the temperature at a height of 1km is 10^0 C, express the temperature T in ^0C as a function of the height h (in kilometers), assuming…
10Dry air is moving upward. If the ground temperature is 20^0 and the temperature at a height of 1km is 10^0 C, express the temperature T in ^0C as a function of the height h (in kilometers), assuming that a linear model is appropriate. (b)Draw the graph of the function in part (a). What does the slope represent? (c) What is the temperature at a height of 2km?
A worked answer is on its wayMeanwhile, read the Mathematics I notes for this topic.
Discussion
Loading…
More Mathematics I questions
If a function is defined by f(x)=1+x, if x<= 1 x^2, if x 1, evaluate f( 3), f( 1) and f(0) and sketch the graph.TU Board 207910Sketch the curve y=x^2 +1 with the guidelines of sketching.TU Board 207910Estimate the area between the curve y=x^2 and the lines x=0 and x=1, using rectangle method, with four sub intervals.TU Board 207910Define initial value problem. Solve: y^H+y^' 6y =0, y(0)=1, y^'(0)=0TU Board 207910Dry air is moving upward. If the ground temperature is 20^° and the temperature at a height of 2km is 10^° c, express the temperature T in ^° c as a function…TU Board 20795Find the equation of the tangent at (1,3) to the curve y=^2x^2 + 1.TU Board 20795