Can you help me and explain this a little better **Modeling With Functions 3B - Pre-Calculus**### Area of a KiteA kite frame is to be made from six pieces of wood. The four pieces that form its border have been cut to the lengths indicated in the figure. Let \( x \) be as shown in the figure.#### (a) Show that the area of the kite is given by the function \[A(x) = x \sqrt{25 - x^2} + \sqrt{144 - x^2}\]#### (b) How long should each of the two crosspieces be to maximize the area of the kite?---**Diagram Explanation:**The diagram shows a kite with the following lengths:- Two sides are each labeled with a length of 5.- Two sides are each labeled with a length of 12.- The variable \( x \) is indicated to be part of the kite's geometry.The problem involves using these lengths to determine the area of the kite as a function of \( x \), and then finding the optimal lengths of the crosspieces to maximize this area.

Name: Can you help me and explain this a little better **Modeling With Funct
Uploaded: 2024-03-20T07:07:37.000Z
Channel: Bartleby
Description: Can you help me and explain this a little better **Modeling With Functions 3B - Pre-Calculus**### Area of a KiteA kite frame is to be made from six pieces of wood. The four pieces that form its border have been cut to the lengths indicated in the fig