the function $f(x)$ is graphed below. what is true about the graph on the interval from point $a$ to point…

the function $f(x)$ is graphed below. what is true about the graph on the interval from point $a$ to point $b$?\n\nanswer\n- it is positive and increasing\n- it is positive and decreasing\n- it is negative and increasing\n- it is negative and decreasing

the function $f(x)$ is graphed below. what is true about the graph on the interval from point $a$ to point $b$?\n\nanswer\n- it is positive and increasing\n- it is positive and decreasing\n- it is negative and increasing\n- it is negative and decreasing

Answer

Brief Explanations:

  1. First, analyze the y - values (positive/negative) on the interval from (a) to (b): The graph is above the (x) - axis (where (y>0)) on this interval, so the function is positive here.
  2. Then, analyze the slope (increasing/decreasing) on the interval from (a) to (b): As we move from (a) to (b) (from left to right), the (y) - value of the function is increasing (the graph is going up from (a) to (b)). So the function is positive and increasing on the interval from (a) to (b).

Answer:

A. It is positive and increasing