Chapter 2: Q2. (page 68)
Provide a counter example to disprove the statement:
If , then .
Short Answer
The example that disproves the statement is as it satisfies the first statement but does not satisfy the second condition.
Chapter 2: Q2. (page 68)
Provide a counter example to disprove the statement:
If , then .
The example that disproves the statement is as it satisfies the first statement but does not satisfy the second condition.
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Get started for freeJustify each statement with a property from algebra or property of congruence.
Justify each step.
Justify each statement with a property from algebra or property of congruence.
If then .
State which postulate, definition, or theorem justifies the statement about the diagram.
If bisects , then E is the midpoint of .
Provide a counterexample to show that each statement is false. You may use words or draw a diagram.
If , then B is the midpoint of
.
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