There are 6 questions in total.

0 Question 1 B 0.3/10 pts '0 100 8 97 CD Details _A rectangular storage area is to be constructed along a side of a building. A security fence is required along the remaining three sides of the area. What is the maximum area that can be enclosed with 704 ft of fencing? 704 ft of fence Length of the side parallel to the building is . Length of the side perpendicular to the building is . The maximum area of the storage area is 0 Question 2 B 0/10 pts '0 100 8 99 (D Details A piece of cardboard measuring 17 inches by 17 inches is formed into an open-top box by cutting squares with side length from each corner and folding up the sides. Find a formula for V(a:) , volume of the box in terms of w. :] Find the value for a: that will maximize the volume of the box. Hint: graph the function on your calculator. Give the value as a decimal number rounded to 2 places in the first box and the units in the second box. Use "in" for inches or "in"3" for cubic inches. What is the maximum possible volume of the box. Give the value as a decimal number rounded to 2 decimal places in the first box and the units in the second box. Use "in" for inches or "in"3" for cubic inches. Question 3 0/10 pts 5 100 98 @ Details Use part I of the Fundamental Theorem of Calculus to find the derivative of 15 f (20) = dt 3 f' (2) = [NOTE: Enter a function as your answer. Make sure that your syntax is correct, i.e. remember to put all the necessary *, (, ), etc. ] Question Help: D Video Message instructor Submit Question Jump to AnswerO Question4 B 0/1 pt '0 100 Z 98 6) Details Evaluate the indefinite integral. Question Help: El Video Submit Question Question 5 0/1 pt O 100 98 Details Evaluate the definite integral. 1 2 sin (x) dx -1 V1 - x2 Question Help: D Video Submit Question0 Questions 8 0/1 pt '0 100 8 98 (D Details Calculate the indefinite integral f My 25 163/2 + C Question Help: El Video Submit