Answer:
Explanation:
To find the location of point B such that the ratio of AB to BC is 1, we can use the given information that A = -31 and set up an equation.
Let x represent the position of point B. Then, we have:
AB = x - (-31) = x + 31
BC = C - x
Now, we want the ratio AB/BC to be 1, so we can write:
AB/BC = 1
Substitute the expressions for AB and BC:
(x + 31)/(C - x) = 1
Now, we can solve for x. To do that, we can cross-multiply:
x + 31 = C - x
Now, isolate x on one side of the equation:
2x + 31 = C
To find the location of B, we need to know the value of C. Without the value of C or more information, we cannot determine the exact location of B.