Question: 0 Question 2 v 1pt 9 1 Let y = 2vx. Find the change in y, Ay when a = 1 and Ax = 0.3

 0 Question 2 v 1pt 9 1 Let y = 2vx.Find the change in y, Ay when a = 1 and Ax= 0.3 Find the differential dy when x = 1 and dx= 0.30 Question 11 v [Z 1 pt '0 1 Consider thefunction f(:r:) 2 124 983:2 + 9, 6 Consider the function f(a:)= cos(27r:c) on the interval [1,0]. Evaluate this function at the endpointsof the interval. Does Rolle's Theorem apply to f on this interval?0 No C) Yes If Rolle's Theorem applies, find c in (1,0) such that f'(c) = 0. If Rolle's Theorem does not apply,enter "DNE". c=_ 0 Question 2 v I Below is the functionx). Over which interval of a: values is f'> 0? o (0,00) O [0, 00) O (00, 0) O (00, 0] 0 Question8 v A rectangular storage area is to be constructed along aside of a building. A security fence is required along the remainingthree sides of the area. What is the maximum area that canbe enclosed with 782 ft of fencing? Length of the side parallelto the building is :] . Length of the side perpendicular tothe building is [: . The maximum area of the storage areais :]image text in transcribedimage text in transcribedimage text in transcribed

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0 Question 2 v 1pt 9 1 Let y = 2vx. Find the change in y, Ay when a = 1 and Ax = 0.3 Find the differential dy when x = 1 and dx = 0.30 Question 11 v [Z 1 pt '0 1 Consider the function f(:r:) 2 124 983:2 + 9, 6 Consider the function f(a:) = cos(27r:c) on the interval [1,0]. Evaluate this function at the endpoints of the interval. Does Rolle's Theorem apply to f on this interval? 0 No C) Yes If Rolle's Theorem applies, find c in (1, 0) such that f'(c) = 0. If Rolle's Theorem does not apply, enter "DNE". c=_ 0 Question 2 v I Below is the function x). Over which interval of a: values is f'> 0? o (0, 00) O [0, 00) O (00, 0) O (00, 0] 0 Question 8 v 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 782 ft of fencing? 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 :]

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