Most UK MPs don't understand probability.

In summary, there is a 150% probability that politicians are idiots. Maybe our next PM could be decided on a coin flip too. To be fair I doubt the population at large would do any better.
  • #1
JesseC
251
2
There are about 650 MPs in the UK. A survey asked 97 of them "what is the probability of getting heads both times when flipping a coin twice". Incredibly (or not), 60% got the answer wrong. Worst of all about 70% of MPs from both parties said they felt confident with numbers which would seem to be in contradiction with their actual ability. However, conservative MPs faired better than labour ones.

Read and weep:
http://www.bbc.co.uk/news/uk-19801666
 
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  • #2
There's a 150% probability that politicians are idiots.
 
  • #3
Maybe our next PM could be decided on a coin flip too.
 
  • #4
To be fair I doubt the population at large would do any better.
 
  • #5
TheMadMonk said:
To be fair I doubt the population at large would do any better.

Quite. In fact, there is a pretty good chance that the MPs scored better than would the broader population. Any significant mathematical ability is terribly unfashionable these days.
 
  • #6
Intriguingly, among the 60% who got wrong answers, about three quarters said the outcome was 50:50. There does appear to be some method to their madness.
 
  • #7
I'm an American: What's an MP?
 
  • #8
russ_watters said:
I'm an American: What's an MP?

Member of Parliament.
 
  • #9
russ_watters said:
I'm an American: What's an MP?

Mathematical Pinhead
 
  • #10
Ibix said:
Intriguingly, among the 60% who got wrong answers, about three quarters said the outcome was 50:50. There does appear to be some method to their madness.

As a politician has to be vey wary on how he publicly responds to a question, lest his carrer be put in jeopardy, the 50:50 is a very savvy response, wherin, after acertaining popular opinion the politician can change this " riding the fence" type of reply, to one more aptly reflecting a desire and chance of being re-elected.

No doubt a 2 heads of 100% reply would come from a royalist as the Queen always comes on the top; conversely, an abolutionist would choose the no heads or 0%.
 
  • #11
Before you wish for govenrment run by intellectuals, two words or warning: Gordon Brown.
 
  • #12
I'm not sure being able to multiply probabilities counts as highly intellectual. More like basic mathematical literacy. Given that statistics and probability is one of the most useful branches of maths in an everyday context, total cluelessness on the topic is a bit poor.
 
  • #13
There is of course a very obvious demonstration of just how poor the general understanding of the laws of probability is. It is called the National Lottery.
 
  • #14
This is partly due to how the educational system works in the UK. It is entirely possible to be well educated with a degree from a good university without knowing much about math. This in turn is because there are no mandatory math courses once youve done your GCSEs, meaning many (probably most) people take their last math course when they are 15-16 years old.
 
  • #15
Not quite the same question on an elemental statistics class for non-math majors, but:

8-A. A fair coin is tossed, and it lands heads up. The coin is to be tossed a second time. What is the probability that the second toss will also be a head?
a. 1/4
b. 1/2
c. 1/3
d. Slightly less than 1/2
e. Slightly more than 1/2

8-B. Which of the following best describes the reason for your answer to the preceding question?
a. The second toss is less likely to be heads because the first toss was heads.
b. There are four possible outcomes when you toss a coin twice. Getting two
heads is only one of them.
c. The chance of getting heads or tails on anyone toss is always 1/2.
d. There are three possible outcomes when you toss a coin twice. Getting two
heads is only one of them.

On a pretest, 85% of students got these two questions right. After a series of a few lectures and lab experiments aimed at correcting the most common misconceptions about probabilities, 72% and 78% got these two questions right, respectively. (Common Misperceptions in Probability among Students in an Elementary Statistics Class)

Most people still understand coin flips even after being taught probabilities, so the MP's performance was relatively poor.

(But, on the other hand, it does support the "equiprobabilities bias" identified in the paper. And one could say that lectures and labs designed to correct the equiprobabilities bias were successful - even in situations where probabilities were actually equal.)
 
  • #16
British politicians are probably so used to abusing statistics that it would be instinctive to give the wrong answer.
 
  • #17
JesseC said:
There are about 650 MPs in the UK. A survey asked 97 of them "what is the probability of getting heads both times when flipping a coin twice". Incredibly (or not), 60% got the answer wrong. Worst of all about 70% of MPs from both parties said they felt confident with numbers which would seem to be in contradiction with their actual ability. However, conservative MPs faired better than labour ones.

Read and weep:
http://www.bbc.co.uk/news/uk-19801666

If only there were more Cambridge than Oxford graduates in the governent.
 
  • #18
Dickfore said:
If only there were more Cambridge than Oxford graduates in the governent.

If only... oh wait... :P
 
  • #19
Dickfore said:
If only there were more Cambridge than Oxford graduates in the governent.

Given how many of them have degrees in things like history and politics et cetera it doesn't surprise me that they didn't do too well.
 
  • #20
I am aware that it is perhaps more than a little sad that I hunted the following reference out. This discussion put me in mind of something I remember reading some years ago, and I have found it. It is in an introduction to the book ‘Mathematics From the Birth of Numbers by Jan Gullberg. The introduction was written by Peter Hilton, professor of mathematics at New York State University in 1996, adapted from an earlier essay titled The Mathematical Component of a Good Education. It is a lengthy consideration of what makes an educated person, and is actually well worth a read in its entirety. Anyway, here is the quote I was thinking of:

‘...many aesthetes are to be found positively glorying in their ignorance of, and ineptitude in, mathematics. Such people may proudly announce that they do not understand railway timetables, and are merely vexed by their difficulty in computing the tip in a restaurant. There are not to be found educated people who glory in their inability to use their language or to read properly; anybody with such a difficulty would doubtless seek to conceal it.’
 
  • #21
JesseC said:
If only... oh wait... :P

What is this supposed to mean?!
 
  • #22
It's funny how people have problems converting a theoretical question into something that might happen in real life, and reformulate things into what they are. I'm willing to bet that if you asked the question like this:

"Let's play a game, we flip two coins, and if heads come up both of the times you win, and for all other outcomes, I win"

,then I'm almost sure that none of the politicians would have accepted that as a fair game of 50/50 even though it's exactly the same event as they answered 50/50 on.
 
  • #23
JesseC said:
There are about 650 MPs in the UK. A survey asked 97 of them "what is the probability of getting heads both times when flipping a coin twice". Incredibly (or not), 60% got the answer wrong. Worst of all about 70% of MPs from both parties said they felt confident with numbers which would seem to be in contradiction with their actual ability. However, conservative MPs faired better than labour ones.

Read and weep:
http://www.bbc.co.uk/news/uk-19801666

Most people are innumerate.

I'm much better than that. But real mathematicians are much better than me.
 
  • #24
Dickfore said:
What is this supposed to mean?!

I was under the impression that oxbridge graduates made up a larger proportion of MPs than they do the general population. Having said that the survey doesn't mention who the MPs are... I would like it much more if it did :P
 
  • #25
JesseC said:
I was under the impression that oxbridge graduates made up a larger proportion of MPs than they do the general population. Having said that the survey doesn't mention who the MPs are... I would like it much more if it did :P

My point was that Oxbridge is not a good label for this particular situation. It is well known that there are disproportionately more Oxford graduates in public office and that Cambridge math preparation is superior to Oxford's.
 
  • #26
Dickfore said:
My point was that Oxbridge is not a good label for this particular situation. It is well known that there are disproportionately more Oxford graduates in public office and that Cambridge math preparation is superior to Oxford's.

Oh, I misread and thought you said "if only there were more Cambridge AND Oxford graduates in the government."

I'd like to see many more scientists, engineers and mathematicians in government irrespective of what university they come from. Having said that, the level of maths that politicians need to be competent with on a day to day basis should be taught at 16-18yr old level and I don't see why they have to be university graduates at all.
 

1. What is probability and why is it important for UK MPs to understand it?

Probability is the measure of the likelihood of an event occurring. It is important for UK MPs to understand probability because it allows them to make informed decisions based on data and evidence, rather than relying on personal opinions or biases.

2. How does a lack of understanding of probability affect the decision-making of UK MPs?

A lack of understanding of probability can lead to inaccurate or faulty decision-making. MPs may make decisions based on incomplete or misleading information, which can have serious consequences for their constituents and the country as a whole.

3. What are some consequences of MPs not understanding probability?

Some consequences of MPs not understanding probability include making policy decisions that are not based on evidence, misinterpreting data and statistics, and being vulnerable to manipulation by special interest groups.

4. What steps can be taken to improve the understanding of probability among UK MPs?

One possible solution is to provide training and education on probability and statistics for MPs. This could include workshops, seminars, or online courses. It is also important for MPs to surround themselves with experts in the field and seek their advice when making decisions related to probability.

5. How can the public hold MPs accountable for their decision-making regarding probability?

The public can hold MPs accountable by staying informed and educated on issues that involve probability and statistics. They can also demand transparency and evidence-based decision-making from their representatives. Additionally, citizens can use their voting power to elect MPs who have a better understanding of probability and are committed to making data-driven decisions.

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