Apex- True
True (apex)
true
true
In a two-column proof, the right column provides the reasoning or justification for each statement made in the left column. This typically includes definitions, postulates, theorems, or previously proven statements that support the logical progression of the proof. Each reason corresponds to a specific statement in the left column, ensuring that the argument is clear and structured. Together, the two columns demonstrate the validity of the conclusion being proved.
Yes, in a two-column proof, the left column typically contains a series of statements or deductions that outline the logical steps of the proof. Each statement corresponds to a specific reason or justification provided in the right column, which may include definitions, postulates, or previously proven theorems. This format helps to clearly organize the reasoning and support the conclusion of the proof.
True (apex)
yes
true
true
true
no each statement should have a reason/explanation for it to be true
In a two-column proof, the right column provides the reasoning or justification for each statement made in the left column. This typically includes definitions, postulates, theorems, or previously proven statements that support the logical progression of the proof. Each reason corresponds to a specific statement in the left column, ensuring that the argument is clear and structured. Together, the two columns demonstrate the validity of the conclusion being proved.
The reason.
The reason.
No, "justified" and "groundless" are antonyms. "Justified" means having a valid or well-founded reason, while "groundless" means lacking a basis or foundation.
Justified.
Yes, in a two-column proof, the left column typically contains a series of statements or deductions that outline the logical steps of the proof. Each statement corresponds to a specific reason or justification provided in the right column, which may include definitions, postulates, or previously proven theorems. This format helps to clearly organize the reasoning and support the conclusion of the proof.