On a cold day, you measure the temperature inside your home to be a uniform 20 °C and the temperature outside to be -6 °C. The temperature in your walls, however, varies so that temperature as a function of position, T (x), is a continuous function. Based on the composition of your 6 cm thick walls, you are able to construct the following piecewise model for T(x): T(x) = { 20, x≤0 a-br², 0 < x < 6. x ≥ 6 -6, (a) Determine a and b so that T(x) is continuous. a = Number b Number (b) What is the temperature in the middle of the wall (i.e., 3 cm in)? °C Number

Q: The percentage of high school students who drink and drive was 17.5% at the beginning of 2001 and…

A:

Q: A) To the nearest inch, estimate the height of the maple tree in 2011.  inches B) Use the equation…

A: y = 9.44x + 84.182

Q: Please help

A:

Q: b) Determine the value of the fund in year 2007. A(Ctrl) -

A: Introduction: The process of determining the area of the region under the curve is known as…

Q: A diver launches themselves off a diving platform into a pool. The height, in metres, of the diver…

A:

Q: Given f(x) = 2x + 1 and g(x)= Vx- 3 + 2, write equations for the following functions. %3D С. g'(f(x)…

A:

Q: determine at what point (s) the graphs of f (x)= 4/x+2 and g (x)=1/4-1/5(x+2) intersect.

A:

Q: Find

A: