If you can just write like 1) a b c or d that would be great 3.03

3.03 Quiz: Higher Order Derivatives If f (t) = y (t) thenf "(t) is the same as: For f(x) shown below, which of the following graphs is f "(x)? o at dx (dx dy ( at If f(x) = 2et what isf "(x)? of" ( x ) = ex vivu QUIZ: Higher Order Derivatives of" ( x ) = 2ex For f(x) shown below, which of the following graphs is f "(x)? of" ( x ) = 2ex - 2 of" ( x ) = 2 ex - 2 Taps 15 2 wwww VUIL: Higher Order Derivatives igher Order Derivatives W O 23 An object is moving along a horizontal path with its position modeled by the equation .X (1) = 13 + 212 - 31. where position is measured in meters and time in seconds. What is its position x(t), velocity v(1) and acceleration a(t) at time t = 1? O x(1) = 0, v(1) = 2, and a(1) = -10 O x(1) = 1. v(1) = 2, and a(1) = 10 O x(1) = 0, v(1) = 4, and a(1) = 10 x(1) = 0. v(1) = -4, and a(1) = 10 O Taps 1 1 2 3 4 5 6 7 8 9 10 Next Higher Order Derivatives alia Maths. myschoolapp. icedSequenceViewer/2969417?url=https%3%2F%2F159af8a9-9515-419c-8486-ace0599ad9 E Forf (x) = x + x2 + 1, describe the concavity off (x). 3.03 Quiz: Higher Order Derivatives o f (x) is concave down for * - and has no concavity at * = - 3 Given the graph of f "(x) below, which are possible graphs of f(x)? f (x) is concave down for X - and has no concavity at * = - 3 o f (x) is concave up for X - and has no concavity at X = -3 f (x) is concave up for * - and has no concavity at * = - 3 9 If an object's position is described by d (1) = 13 - 12 + 1. where d is distance (meters) and t is time (seconds). Which of the following describe the behavior of d" (t)? o d" (t) is positive when d (1) is concave up ? o d" (t) is positive when d (1) is concave up t > 0 atx = c e ive je ve -1,0.25) 0.25 (0.25, 1 (1.1.75) 1.75 1.75, 1) 2.25) "(x) positiv negatil positiv positiv o iff' (c) = 0,f" (c) is not automatically zero, at x = c ve ( x ) decreasing ConcaConca Conc No "(X ) o iff' ( c ) = 0, thenf" (c ) = 0 atx = c conce Conca Conca Conca ve ave concave up ve up ve up "(x) negative down down down avity Concavity Concave up -1.0.2 0.25 0.25, 1 (1,1.75 1.75 1.75, 5) 2.25) (x) increa flat decre decre decrea flat increa sing lasing lasing sing sing (x) positive negatinegat negativ o negati e ive ve we "(x) negatio negatio positiv 0 positiv we we MacBook Air MacBook / O @ $