Algebra-1

The number that is within the range is: -3.

 

Given range:

c ≥ -4 and -9 ≤ c < 3

 

To find a number that satisfies both conditions, we must determine the intersection of these two ranges. The first inequality, c ≥ -4, restricts c to values greater than -4. The second inequality, -9 ≤ c < 3, restricts c to values between -9 and 3, including -9 but not 3.

 

The intersection of these ranges is: -4 ≤ c < 3.

 

This means c must be greater than or equal to -4 and less than 3.

 

Evaluating the options: