Inciting students’ curiosity is the key to a good lesson. When motivated, we all learn better. Scientific research supports this intuition.
In my last blog I suggested that some bafflement about religions may not be a bad thing among students in order to prompt them to think further.
The importance of encouraging students to think for themselves has been extolled by educators throughout time.
Socrates is perhaps the best example of a pedagogue who presented students with conceptual puzzles to solve in order for students to be drawn into a more complex understanding of the issues surrounding any given topic. He believed this so strongly that he famously stated that he knew nothing himself and was only a ‘midwife’ to knowledge. The process of posing perplexing questions in order to promote learning has since become known as the Socratic method.
A typical Socratic way of teaching was to introduce a seeming impasse, or aporia, that would necessitate new ways of thinking. Students’ initial thoughts could then be challenged and refined further by counter-examples and sub-questions.
Religion presents unique problems for pedagogy in this respect. To what extent can students begin to answer questions about religions themselves? And to what extent is it appropriate to challenge students with religious questions?
Some educators have argued that children’s narratives should not be silenced by the truth-claims of religions (see my previous post on this). Yet at the same time, most religions rely on traditions, authorities and bodies of knowledge that can be certainly questioned, but when abandoned entirely, no longer remain of that religion. Because of this, pedagogies of religious education that are too child-centred have been criticised on the account that they are not religious education at all.
Yet it is possible to present some subject content in the form of conceptual puzzles. I use here the term ‘thought experiment’, taken from philosophy, to mean a hypothetical question that prompts thinking or rethinking on a given principle or idea.
Here are three thought experiments adapted for the classroom in the form of practical conundrums.
1. ‘A trip into space’ (the design argument)
Give two students at random a space academy’s mission assignment to go to another planet.
In another room place two boxes, one labelled ‘Planet A’ the other ‘Planet B’. In one box place a rock. In the other place an old mechanical stop clock, in working order with its mechanism exposed.
The two astronauts bring the items back to the classroom, describe them and show the class.
Give the class five minutes to draw as many conclusions about the planets as possible from the evidence. The only evidence available about planet A is that there was a rock on it. The only evidence available about planet B is that there was a clock on it.
After, consider and build upon the students’ answers. You may wish to prompt the following: the rock could be evidence that there was life because it could limestone made from dead sea creatures. Others say that the clock proves that the planet has been visited by humans or aliens.
After a discussion about what we could glean from our astronauts’ findings, then introduce the design argument in a condensed form.
Finally, discuss and have students write their own opinions and reasons of whether they think the argument is good or not.
2. ‘The uncaused shuttlecock’ (the cosmological argument)
Before the lesson, arrange for a student or assistant to hide until the rest of the class has begun work. This person will from outside the room hit a shuttlecock into the room with the badminton racquet when you begin the lesson.
A student will without doubt shout out an assumption like ‘Someone hit the shuttlecock into the room’, to which you can challenge – ‘how do you know that?’ Throw the shuttlecock out again and have it mysteriously fly in again. Ask ‘Couldn’t it have happened for no reason?’ Repeat as much as necessary.
After eliciting the idea that we usually expect something to happen for a reason, give another example with a row of dominoes. The last domino falls as a result of the chain reaction set off by the first domino being pushed. Ask the next key question, if it is the case that everything is caused by something, what started everything off in the first place? This is the question which St Thomas Aquinas asked, is there not an ‘unmoved mover’ who started the whole thing rolling? At this point, introduce a version of the cosmological argument.
3. ‘Do you have a present for me?’ (Pascal’s wager)
Display the following information with your name:
What’s the sensible choice?
I do not know if [insert name here] will give me a present, but if I write ‘[x] has a present for me’, s/he may give me one. If I write, ‘[x] does not have a present’, s/he won’t give me anything.
| Make your choice and copy the sentence below
I think the most sensible choice is to write ‘[x] has/does not have a present for me’ because … |
Ensure students know to complete the sentence, but give as little away as possible. Have a box on your desk with a lid closed shut. In it have a bar of chocolate or some other small prize. You may like to have more around the room in secret places and a couple of dummy locations. Pick students to read out their sentences. If they have not written a complete sentence, disqualify them. If they have written that you do not have a present for them, do not invite them to look into the box. If they have, invite them to look in the box. It is good to run the experiment a few times to make sure there are students who say you have a present for them who are both winners and losers.
The main question for discussion is therefore, what is the sensible choice? Elicit the rational answer that you lose nothing if you say there is something there and there is not, but you lose everything if you say there is not and there is.
After discussing this, ask the question: ‘what has this got to do with RE?’ Then introduce the use of a similar argument by Pascal for belief in the existence of God.
Concluding thoughts
Presenting students with a choice or dilemma by presenting a practical conundrum to solve helps keep religious education interesting, open and inclusive. The dilemmas need not force students into taking up a particular philosophical position.
Once the conundrum has been introduced and understood, it is important to develop the lesson with factual information and criticisms of those arguments in order to take their learning beyond their own suppositions and take their learning to higher levels.
It is also important to remember that Christianity – the religion that the above thought experiments relate to – has traditionally claimed that religious belief is a matter of both faith and reason (a principle shared by thinkers in other religious traditions too). Hence, according to mainstream Christian theology, no thought experiment is sufficient alone to make sense of its doctrine.






