PLEASE ANSWER ALL QUESTIONS AND MAKE WRITING CLEAR

What is the horizontal asymptote for the function f (x) = 3x ? x2+1 O y = = DO o y = 0 O y= 0 O x=3What is the end-behavior asymptote for the function f (x) = 10 x+7 O y= 7 O X = 10 oy= -7 O y= 0What is the end-behavior asymptote for the function f (x) = x+1 O y = 1 O X = DO oy=-1 O y= 0What are the critical points of the function f(x) = 4x - 2x2 ? O There isn't a critical point. O The critical points are (1, 2) and (0, 0). O The critical point is (1, 2). O The critical point is (2, 1).What are the critical points of the function / (x) = x + 4 ? X O The critical points are (2, 4) and (-2, -4). O The critical point is (-2, -4). O The critical point is (2, 4). O There isn't a critical point.On what intervals isf(x) = x3 12x + 17 decreasing? G The graph is increasing en the intervals (00, 2) and (2, cc). C? The graph is increasing en the interval (2, 2). G The graph is decreasing en the intervals (00, 2) and (2, cc). 0 The graph is decreasing an the interval (2, 2). 12 12-4 On what intervals isft) = increasing? 0 The graph is increasing en the intervals {0. 2} and (2. w ). C} The graph is increasing en the intervals { cu:- , -2] and {-2. [l]. O The graph is increasing an the intervals {-2, 2] and [2, an }. CI The graph is decreasing an the intervals { w , -2) and {-2, [l]. Describe the concavity tor the functionfbf) = 2x3 312 12): + 3. 0 fix} is concave clown for the interval ( DO, %) and concave down for the interval (%, DO ). l 2 ) and concave up for the interval ( 1 ). O for} is concave clown for the interval (00, 2 , on C} fix} is concave up for the interval (00, %) and concave up for the interval ( 2 , oo.) oo ) 0 x} is concave up for the interval (00 , %) and concave clown for the interval (%, Describe the concavity for the function f (x) = x - 3x + 2. O f(x) is concave up for the interval (- co, 0) and concave up for the interval (0, co). O f(x) is concave up for the interval (-co, 0) and concave down for the interval (0, co). O f(x) is concave down for the interval (-co, 0) and concave down for the interval (0, co). O f(x) is concave down for the interval (-co, 0) and concave up for the interval (0, co).What is the relative maximum value of the function f(x) = 5 - 6x - x2? O f(x) has a relative maximum value at x = -3, and its value is f(-3) = 14. O f(x) has a relative maximum value at x = 1, and its value is f(1) = -2. O f(x) has a relative maximum value at x = 3, and its value is f(3) = -22. O f(x) has a relative maximum value at x = 0, and its value is f(0) = 5