My eight year old grand-daughter asked me to look at her maths homework and i was bemused by question 14.. There is a pic of a steam train and the question asks "how many times can you double 3 before you run out of steam"?. There are 8 answer boxes underneath and the first 2 are filled in i.e 3 & 6 leaving you to fill in the rest. I think I can see what they are aiming for but for me the question is definitely faulty. I think they are looking for 384 but my response was that I can only double 3 once which gives 6 and after that I am doubling a different number i.e. not 3 . Any teachers out there got a view?
You can only ever double a number once though before it becomes another number. I assume they mean double 3 then double that answer?
If 42 is the answer to life, the universe and everything, then it must be the answer to this question too. In fact, you should be able to pass any maths exam by answering 42 to every question.
How many times can you double 3 and there are 8 answer boxes. That'll be 8 then, or have I misread the question
I think you’ve done that correctly. At that age they will be looking at doubling skills. The question is poorly written. It does look like quite an old resource as well. How many times can you keep doubling when you start with the number 3 would be a better question.
I think poor wording is a common thing. I thought I’d done really well to finish my jigsaw in three days when it said 3 to 5 years on the box.