which is a possible turning point for the continuous function f(x)?\n(-3, -4)\n(-2, -1)\n(0, -5)\n(1…

which is a possible turning point for the continuous function f(x)?\n(-3, -4)\n(-2, -1)\n(0, -5)\n(1, -8)\n\nx | f(x)\n-4 | -6\n-3 | -4\n-2 | -1\n-1 | -2\n0 | -5\n1 | -8\n2 | -16

which is a possible turning point for the continuous function f(x)?\n(-3, -4)\n(-2, -1)\n(0, -5)\n(1, -8)\n\nx | f(x)\n-4 | -6\n-3 | -4\n-2 | -1\n-1 | -2\n0 | -5\n1 | -8\n2 | -16

Answer

Answer:

(-2, -1)

Explanation:

Step1: Understand turning - point concept

A turning point is where the function changes from increasing to decreasing or vice - versa.

Step2: Analyze function behavior

For (x=-4) to (x = - 2), (f(x)) is increasing ((-6) to (-1)). From (x=-2) to (x = 2), (f(x)) is decreasing ((-1) to (-16)). So, ((-2,-1)) is a possible turning point.