The length (in mm) of a larval insect specimen depends on the temperature (in Celsius) at which it was reared, according to the function L(T)=1+T^2. The temperature in a growth chamber with a faulty heat lamp slowly increases as a function of time since hatching (in hours), according to the function T(t)=15+0.1t.   1. Define ℓ(t)=L(T(t)), the composition that describes how length depends directly on time. ℓ(t)=     2. How long is a larvae that has been in the rearing chamber for t=100 hours? ℓ(100)=

Q: Find the slope of the graph of the function f(x)=(-5x – 4)² at x = 3. a. f'(x)=-38 b. f'(x)=95 c.…

A: We need to find the slope of given function at x=3

Q: A function (f) is given by the formula f(x) = A*e^kx for constants (A) and (k). We also know that…

A: Function is of the form f(x)=Aekx and f(3)=12 and f(4)=7.

Q: F(t) = e^2t - 8/ 1-t Will this be undefined? And why? And which values of t is the function

A: given F(t) = e^2t - 8/ 1-t

Q: Find f(2) if f(x)=-3^x Supiste that the population of Pikeville t years after the year 2005 is…

A:

Q: Find g’(t) for the function g(t)=5/t^3

A:

Q: Before current environmental regulations were in place, a certain manufacturing plant released…

A: The integral equation is an equation that involves the integration of functions. integrable is a…

Q: What is f’(2) for the function attached below?

A: We have to calculate the derivative of the given function at x=2 f'(2)…

Q: Elon Inc. is producing a new electric vehicle. The time requires to produce each vehicle decreases…

A: