Algebra-1

To solve this problem, we need to find all positive odd numbers that satisfy the inequalities: z ≥ -2 and -4 ≤ z < 12.

Given:

z ≥ -2 and -4 ≤ z < 12

To find the numbers that satisfy both conditions, we must determine the intersection of these two ranges. The first inequality, z ≥ -2, restricts z to values greater than or equal to -2. The second inequality, -4 ≤ z < 12, restricts z to values between -4 and 12, including -4, but not 12.

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