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tiny-mole [99]
2 years ago
11

Yo ill give you the rest of my points if someone parphrase this rn

Social Studies
1 answer:
alex41 [277]2 years ago
4 0

Answer:

The brave men who fought here before us, must not have fought in vain. We must remember and honor the sacrifices that they made for us. We must dedicate ourselves to give this nation, under God, a new birth of freedom. We must remember them.

Hope this helps lol. I did ma best :D

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Thorndike is to _____ as skinner is to _______.​
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The full question is as follows:

“Thorndike is to __ as Skinner is to__  A)classical conditioning; Law of Effect B)classical conditioning; operant conditioning C)operant conditioning; classical conditioning D)Law of Effect; classical conditioning E)Law of Effect; operant conditioning”

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Use your knowledge of the definitions of validity, soundness, strength, and cogency to determine which of the following statemen
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The true statements are:

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False

2. If an inductive argument is weak, then the argument's premises cannot all be true.

True

3. All valid deductive arguments are equally valid.

True

4. If a deductive argument's premises are not all true, then you know that the argument must be unsound.

True

5. If an inductive argument has true premises and a false conclusion, then the conclusion still could be strong, as long as the conclusion is unlikely to be false.

False

5. An inductive argument cannot be both strong and uncogent.

True

6. Some inductive arguments are stronger than others.

True

7. A deductive argument cannot be both invalid and sound.

True

8. In a cogent inductive argument, the conclusion is probably true.

False

9. It is possible for an inductive argument to be both uncogent and strong.

False

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True

11. Some inductive arguments are both strong and weak.

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14. A cogent argument that has a large degree of inductive strength could still have a conclusion that is actually false.

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Explanation:

A statement is either true or untrue.  A statement cannot be valid or invalid.  Validity, soundness, strength, and cogency apply to arguments and not to statements.  When one makes a valid argument, it is impossible for the premises to be true and the conclusion false.

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