which interval contains a local minimum for the graphed function?\n-2, -1\n1, 2\n2.5, 4\n(-0.44, 1.3)\n(0.7…

which interval contains a local minimum for the graphed function?\n-2, -1\n1, 2\n2.5, 4\n(-0.44, 1.3)\n(0.7, 1.7)\n(-2.5, 0)\n(3.44, 0)

which interval contains a local minimum for the graphed function?\n-2, -1\n1, 2\n2.5, 4\n(-0.44, 1.3)\n(0.7, 1.7)\n(-2.5, 0)\n(3.44, 0)

Answer

Explanation:

Step1: Understand local minimum

A local minimum is a point where the function value is less than or equal to the values at nearby points.

Step2: Analyze intervals

In the interval [1, 2], the function has a local maximum. In [-2, -1], there is no local minimum. In [2.5, 4], the function is increasing. In the interval around (x = 3) (which is in the interval [2.5, 4]), the function has a local minimum at the point ((3,-4)).

Answer:

[2.5, 4]