14. Which statement can you conclude is TRUE from the given information? (1 point) Responses BK = AJ BK = AJ <BJK is a right angle A is the midpoint of J and B A is the midpoint of J and B BI = AJ
Given: AB is the perpendicular bisector of IK
Since AB is the perpendicular bisector of IK, it means that A is the midpoint of IK. Hence, the statement "A is the midpoint of J and B" is true.
NO
I apologize for the mistake. The correct statement that can be concluded as true from the given information is "BI = AJ". Since AB is the perpendicular bisector of IK, it means that BI = AK and AJ = JK. Therefore, BI = AJ.
To determine which statement is true, we need to analyze the given information. Let's examine each statement one by one:
1. BK = AJ: There is no information given about the lengths of BK and AJ, so we cannot conclude that this statement is true.
2. BK = AJ <BJK is a right angle: There is no information given about the angle BJK, so we cannot conclude that it is a right angle based on the given information.
3. A is the midpoint of J and B: From the information given, we know that AB is the perpendicular bisector of IK, which means that it divides IK into two equal halves. However, there is no direct information provided about point J. Therefore, we cannot conclude that statement 3 is true.
4. A is the midpoint of J and B BI = AJ: From the given information, we know that AB is the perpendicular bisector of IK. Since J and B are not mentioned in this statement, we cannot conclude that A is the midpoint of J and B or that BI = AJ based on the given information.
Based on the given information, we cannot conclude which statement is true.