This time rectangle R has varying length l and width
w but with a constant area of 4 square feet.
a) Express the perimeter P as a function of length l. What type of function is P? What is the domain of P?
b) Describe the asymptotic behavior of P. What can you say about rectangle R because of this behavior? Could you have made a similar statement about R back in Task 1?
c) For what values of l and w will the perimeter of R be the least? Give a geometric explanation. Be sure to include a graph with relevant points labeled.

Question

This time rectangle R has varying length l and width
w but with a constant area of 4 square feet.
a) Express the perimeter P as a function of length l. What type of function is P? What is the domain of P?
b) Describe the asymptotic behavior of P. What can you say about rectangle R because of this behavior? Could you have made a similar statement about R back in Task 1?
c) For what values of l and w will the perimeter of R be the least? Give a geometric explanation. Be sure to include a graph with relevant points labeled.

anonymous · Answer

I already have A answered except for the part about the function

anonymous · Answer

nvm i got all of A i just need B and C please