Question
The radius of circle o is 32 and oc=12 what is the length of ab
58.5
59.3
68.4
29.7
58.5
59.3
68.4
29.7
Answers
GPT 3.5
To find the length of ab, we first need to find the length of segment ac using the Pythagorean theorem.
ac^2 = oa^2 - oc^2
ac^2 = 32^2 - 12^2
ac^2 = 1024 - 144
ac^2 = 880
ac = √880
ac ≈ 29.7
Now, since ac divides ab into two equal parts in the right angle triangle, the length of ab is twice the length of ac.
ab = 2 * ac
ab = 2 * 29.7
ab ≈ 59.3
Therefore, the length of ab is approximately 59.3.
ac^2 = oa^2 - oc^2
ac^2 = 32^2 - 12^2
ac^2 = 1024 - 144
ac^2 = 880
ac = √880
ac ≈ 29.7
Now, since ac divides ab into two equal parts in the right angle triangle, the length of ab is twice the length of ac.
ab = 2 * ac
ab = 2 * 29.7
ab ≈ 59.3
Therefore, the length of ab is approximately 59.3.