Question

B is between A and C, AB = 13.7 and BC = 8.3. Find AC. AC = 17 AC = 22 AC = 20 AC = 19

Answer 1

Answer:  The required length of AC is 22 units.

Step-by-step explanation:  We are given that the point B is between the points A and C, where

$AB=13.7,~~BC=8.3.$

We are to find the length of AC.

The picture of the given situation is shown in the attached figure below.

Since the point B is in between A and C, so we must have

$AC=AB+BC=13.7+8.3=22.$

Thus, the required length of AC is 22 units.

Answer 2

13.7 + 8.7 = 22
ac = 22