Reasonable Faith Baltimore

Reasonable Faith BaltimoreReasonable Faith BaltimoreReasonable Faith Baltimore
  • Home
  • Logic and Reason
    • Why Christians Leave
    • Logic and Reason
    • Logical Fallacies
  • Gods Existence
    • Kalam
    • Leibniz
    • Teleological
    • Resurrection
  • suffering and evil
    • Suffering And Evil
    • Why Hitler?
  • Know God?
  • Blog
  • Contact
  • Reincarnation
  • Gen Z and Apple Pie
  • More
    • Home
    • Logic and Reason
      • Why Christians Leave
      • Logic and Reason
      • Logical Fallacies
    • Gods Existence
      • Kalam
      • Leibniz
      • Teleological
      • Resurrection
    • suffering and evil
      • Suffering And Evil
      • Why Hitler?
    • Know God?
    • Blog
    • Contact
    • Reincarnation
    • Gen Z and Apple Pie

Reasonable Faith Baltimore

Reasonable Faith BaltimoreReasonable Faith BaltimoreReasonable Faith Baltimore
  • Home
  • Logic and Reason
    • Why Christians Leave
    • Logic and Reason
    • Logical Fallacies
  • Gods Existence
    • Kalam
    • Leibniz
    • Teleological
    • Resurrection
  • suffering and evil
    • Suffering And Evil
    • Why Hitler?
  • Know God?
  • Blog
  • Contact
  • Reincarnation
  • Gen Z and Apple Pie

Peter 3:15 . Always be prepared to give an answer to everyone who asks you to give the reason for t

Just about everyone believes they are logical and reasonable, but few people understand how to do so effectively. Logic refers to the rules of good thinking. Understanding some simple rules will help you know when to accept someone’s beliefs and when to doubt them. It also helps individuals evaluate their own beliefs or seek additional evidence. 


In the academic world, there are many professors who are well known and respected, and we tend to accept whatever they say without evaluating. For example, Richard Dawkins is famous, confident, and boldly criticizes Christianity. But should we accept this well-known scientist’s beliefs about extra-terrestrial aliens coming to Earth and planting life on our planet? To cut down on the boredom of my writing, I refer to him as the Professor of Extra Terrestrial (PET) many professors are well known and respected, and we tend to accept whatever they say without evaluating it. 


How about Dr. Peter Boghossian, a once-beloved professor of philosophy at Portland State University? He specializes in logical fallacies and knows more of them than I do. In his criticism, he would certainly not deceive his students, whose parents had spent a lot of money on their education and preparation for life. He wouldn’t use flawed logic to fool people, would he? Well, he authored an article that was published online titled "The Conceptual Penis as a Social Construct." Seriously? Yes he did. 


In the article, he explained how the penis was a cause of global warming. Somehow ( I think I missed a day in sex ed), I didn't have a clue, but people accepted this as true. In fact, he was quite popular until he admitted it was a hoax. His popularity then tanked, and the love turned to hate. When he used the same fallacies to criticize Christianity, he was loved. Obviously, we need ways to examine people's statements.


Is there a way to spot information that is meant to fool others? It is logic. An organized way of separating bad information


I will cover two simple types of thinking and the terms used to understand them: deductive and inductive reasoning. For example, Socrates’s argument above contains two premises and a conclusion. In logic, an argument is not an emotional discussion between people but simply an organized method of investigating a topic. It includes premises (pieces of information) and a conclusion. 


When evaluating an argument, we determine whether the premises logically infer the conclusion and then assess the validity of those premises. If the premises are more likely true than false or more likely true than their detractors claim, the argument is considered sound. It is important to understand that an argument is not the same as proof, because outside of mathematics, very few things can be proven with absolute certainty. Another important type of reasoning is the inductive argument. which is the backbone of science. The premises in this type of logic can be strong or weak, and the conclusion is considered cogent or uncogent. In inductive reasoning, science always looks for more information or additional premises to support a conclusion. For example, this website reviews the Big Bang theory in its discussion of evidence for God’s existence. The premises include Einstein’s theory of relativity, cosmic background radiation, Hubble’s observations of the expanding universe, and the Second Law of Thermodynamics. Each premise is strong, but none of them will ever be accepted as absolute proof. The theory appears solid, but the word “proof” is not used—and never will be—because science will always search for new evidence, not final proof.


The Socrates argument mentioned earlier is a deductive argument. It is frequently used because it is simple and clear. In a good deductive argument, the premises are valid, and the conclusion is logically inferred from them. The argument is sound because the premises are valid and the conclusion follows. Again, this does not mean it is absolute proof that Socrates was mortal. However, if the premises are valid and the logic is correct, the conclusion cannot be false. The form of Socrates’s argument is known as a syllogism, meaning it contains two premises and one conclusion. If the premises are more likely true than not, and the conclusion is correctly inferred, the argument is sound.


A logical fallacy is an argument that contains an error in reasoning. The fallacy may be intentional or simply a mistake. When arguments for the existence of God appear online, many other sites claim that these arguments are not sound. Everyone needs to be able to evaluate arguments and determine whether they are sound. I will provide examples of opposing fallacies and the errors they contain.


Site Content

Inductive arguments are what science is based on.

This diagram compares a deductive argument form with an inductive


Inductive arguments (the backbone of science) operates differently from deductive ones. Rather than being judged as valid or invalid, the premises of an inductive argument are evaluated as strong or weak. These premises begin with specific observations and move toward broader generalizations. When the premises offer strong support, and the reasoning is clear, the conclusion is considered cogent; when the support is weak or incomplete, the conclusion becomes uncogent. Even in the best cases, however, inductive conclusions never offer absolute certainty—they offer probability, not proof.

This distinction is essential for understanding scientific reasoning. Science relies almost entirely on inductive logic. Scientists gather evidence, identify patterns, develop hypotheses, and construct theories that best explain the available data. The more evidence that supports a theory, the more confident we become in it—but this confidence never rises to 100 percent certaint,certaintyy. Scientific conclusions are always open to revision as new data emerges. In this way, inductive argumentation forms the backbone of the scientific method.


Dr. Neil deGrasse Tyson famously stated, “The nice thing about science is it’shighly true, whether or not you believe in it.”  deGrasse is brilliant, but he knows better.  Science does not prove things in the absolute sense. Instead, it builds models that are supported by the best available evidence. These models can be extremely reliable, but they remain open to refinement or replacement.


One of the most significant scientific models in my lifetime is the Big Bang model. Decades of observations—from cosmic microwave background radiation to galactic redshifts—strongly support it, and recent data from the James Webb Space Telescope has added further evidence. Yet even with this growing body of support, scientists do not claim the Big Bang model is unquestionably or permanently true. They claim it is the best explanation we currently have, and they continue to test it against new discoveries.


It is human nature to desire absolute certainty, but outside of mathematics—which deals in proofs and logical necessities—absolute certainty is rare. Science does not provide unshakable truths; it provides the most reliable, evidence-based explanations available at any given time. Its strength lies not in claiming final answers but in its willingness to revise them Scientific knowledge grows not because it is unquestionable, but because it is always open to questioning.n't


Copyright © 2025 Reasonable Faith Baltimore - All Rights Reserved.

Powered by

Announcement

Welcome! Check out my new announcement.

Learn more