Consider the function ax) = 3 sin(0.6x - 2). (a) Find the zero of fin the interval (0, 6). (Round your answer to two decimal places.) (b) A quadratic approximation of f near x-4 is 9(x) - -0.45x? + 5.52x - 13.70. Use a graphing utility to graph fand g in the same viewing window. of (c) Use the Quadratic Formula to approximate the zeros of g. (Round your answers to two decimal places.) (smaller value) | (larger value) Need Help? Read Watch Master

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A: a) finding the inverse of f(x)

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A: We have to find derivative

Q: sketch two possible different 'families' of 6th degree functions with roots at -3, 4 and 1 and write…

A: To sketch two possible different 'families' of 6th degree functions with roots at -3, 4 and 1

Q: Find the domain of the function. 13) g(x)= 3x x2-1 A) (xlx = -1,1} C) {xlx>1) B) all real numbers D)…

A: To find the domain of given function

Q: By carefully showing all your steps, differentiate the function f(x) = (tan−¹(x + √√x)) 4

A:

Q: Sketch the graph of the function g(x) = 3cos(2x) on the interval -2n s x s 2n.

A:

Q: How would I sketch a graph of R(x)= (-2)/(2x-3)^3 by moving the landmarks of the appropriate parent…

A: Given: R(x)= (-2)/(2x-3)^3. Here, the parent function is 1/x^3. Now, doing the given transformation,…

Q: Eketch a graph of the function f(x) = 5 sin ( 7x ) 3 6+ 5- 4- 3 -8 -7T -6T -5T -4T -3A -2T ST -2 -3…

A: Given, fx = 5sin13x  We have to sketch the graph of the function

Q: Use the graphs (see attached) of f and g to find (f + g)(-3).

A: we know that f+gx=fx+gx so, according to given graphs f+g-3=f-3+g-3=4+1…

Q: Use first principles to differentiate the function f(x) = √√2x + 1

A: