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6 Nov 2019
Could you prove why this is true? Math 115/Final (December 15, 2011) page 4 2. 6 points For each of the following statements, circle TRUE if the statement is always true and circle FALSE otherwise. Any ambiguous answers will be marked as incorrect. a. 12 points Suppose A(t) and B(t) are both everywhere differentiable functions which satisfy the equation A2 = eB for all real numbers t. If, additionally, In(2A(0)) = B(0), then A'(0) B(0) True False Show transcribed image text
Could you prove why this is true?
Math 115/Final (December 15, 2011) page 4 2. 6 points For each of the following statements, circle TRUE if the statement is always true and circle FALSE otherwise. Any ambiguous answers will be marked as incorrect. a. 12 points Suppose A(t) and B(t) are both everywhere differentiable functions which satisfy the equation A2 = eB for all real numbers t. If, additionally, In(2A(0)) = B(0), then A'(0) B(0) True False
Show transcribed image text Tod ThielLv2
13 Feb 2019