Question

find the smallest angle 96, x+12, x2

Answer 1

[AI-generated answer — Bot GPT 3.5]

To find the smallest angle among 96, x+12, and x^2, we need to consider the possible values of x.

Let's first consider the value of x in each case:
1. If x = 0, then x + 12 = 12 and x^2 = 0. In this case, the smallest angle is x^2 = 0.
2. If x = -6, then x + 12 = 6 and x^2 = 36. In this case, the smallest angle is x + 12 = 6.
3. If x = -10, then x + 12 = 2 and x^2 = 100. In this case, the smallest angle is x + 12 = 2.

Therefore, the smallest angle among 96, x+12, and x^2 depends on the value of x. If x = 0, then the smallest angle is x^2 = 0. If x = -6, then the smallest angle is x + 12 = 6. If x = -10, then the smallest angle is x + 12 = 2.