Question

Select the interval where h(x)<0.

a) -3.5 < x < -2.5
b) -2 < x < -1
c) 2.5 < x < 3.5
d) 3.5 < x < 2.5

Answer 1

Without explicit details about h(x), the correct interval where h(x) is negative cannot be identified from the given options. Choice d is invalid as it presents an impossible number range.

Step-by-step explanation:

To determine the interval where h(x)<0, we must consider the provided information and context clues related to the function. Given that there is no direct information about the function h(x), we cannot definitively choose an interval where h(x) is less than zero (negative).

However, if we are meant to infer based on the provided context clues, none of the intervals defined by the answer choices a through d directly align with the given ranges and characteristics of h(x). Choice d (3.5 < x < 2.5) is an invalid interval because it suggests an impossible condition where a greater number is less than a smaller number. Without explicit details about the function h(x), we cannot select the correct interval where h(x) is negative from the options presented.