June 19, 2024


General Line

Resourceaholic: Year 9 Assessment Questions


Last week I blogged about our 12 months 8 assessments. I set out the principles we stick to when we produce our Vital Stage 3 assessments, and I shared illustrations of the queries that challenged our best attaining pupils. 

Present-day post is about Yr 9. My school’s Calendar year 9 cohort has a very broad selection of maths attainment, which was additional exacerbated by the lockdowns in Year 7 and 8. Just one noteworthy feature of this calendar year group is how incredibly very good the high attaining college students are. The top rated set teacher finds it tricky get the job done to sufficiently challenge them in lessons. So when I built the close of 12 months assessment, I had to ensure there have been loads of inquiries in there to make them consider. I really don’t want everyone coming out of a maths evaluation bragging that they observed it really simple.

Listed here are some of the far more hard queries from our end of Year 9 evaluation.


At a concert the ratio of adult males to women is 5 : 3.

The ratio of gals to small children is 7 : 4.

Clearly show that far more than half of the individuals at the live performance are guys.

This was a middle-of-the-paper question. It’s not massively tough – I taught established four out of 5 and a several of them managed to get entire marks on it. But I wished to incorporate it in this article mainly because it is a good problem demanding a bit of reasoning. It was at first from an AQA specimen GCSE paper.

A more complicated ratio issue was this a single from Edexcel, which also analyzed a further 12 months 9 subject matter: changing the topic.

The ratio (y + x) : (y – x) is equal to k : 1.

Find a method for y in phrases of k and x.

Floor Spot

Area region is a great matter mainly because it presents many options for difficulty resolving and reasoning. For case in point, this classic query could have been reasonably easy for a substantial attainer, but I like the way it is really also available to any person who does a bit of imagining. I was delighted that a couple learners in my course worked this out. We put it in our non-calculator paper so it also analyzed their arithmetic.

The overall surface area space of a cube is 294cm2.

Function out the volume of the cube.

A a little extra hard problem was this one from Edexcel. It would not have any specifically hard reasoning in it, but has acquired a various measures to perform as a result of, together with unit conversion which may be missed. I like queries wherever students have to discover that they require to perform with floor location fairly than quantity.

The most hard surface area space issue I incorporated was this 1 from AQA. Very handful of learners could do this, even our optimum attainers. We will revisit issues like this in 12 months 10.


I like this coal issue from WJEC. In Year 9 we train bounds and error intervals for the initially time. We introduce some primary bounds calculations, but go into larger depth on this at GCSE. This issue fitted perfectly. Having said that, I imagined our students would locate it a lot easier than they did. I had it close to the start off of the paper, but most the college students in my course only picked up 1 mark on it. My pupils are all operating at a Grade 4 amount even though. Our larger attaining college students experienced no dilemma with this one.


We taught Venn Diagrams to Calendar year 9 this calendar year. There ended up some quite straightforward Venn diagram inquiries nearer the commence of our close of year assessment, where by students generally just had to complete several Venn Diagrams. But for obstacle I required to take a look at comprehension of notation as effectively as likelihood, so I tailored an OCR AS level issue. Only our very very best mathematicians answered this properly.

Algebraic Proportion

Algebraic proportion can be unbelievably procedural. As extended as learners browse the question very carefully, after they know how to do it, it can be just about a assured five marks. So I integrated a non-calculator proportion question that was a little bit distinctive to thoughts they’d witnessed just before. What I favored about this was the accessibility: no one from my class bought all the marks, but they did take care of to decide up one or two.

Correct-Angled Trigonometry
This question was my pièce de résistance. I figured that if our tremendous intelligent Year 9s breezed via all the other difficult issues I threw at them, they would absolutely have to quit and feel at this level. This SQA query is intended to be solved employing the Sine Rule. But our students never do the Sine Rule right up until 12 months 10. This concern can be completed with appropriate-angled trigonometry. The way I did it was by splitting the foundation into x and 350 – x, then forming two equations for the height and equating them. Even if our students managed to get this significantly, resolving the equation would be fairly hard for them mainly because they haven’t seen just about anything like this ahead of.

As it occurred, none of our 12 months 9s managed to resolve it in the way I envisaged. But one particular very wise college student arrived up with a genius (albeit inefficient!) method of demo and improvement. I yelped with pleasure when I realised what he’d done:

It really is this sort of a delight to see learners utilizing imaginative strategies like this.

I also located some excellent hard concerns involving normal kind and percentages, but I will quit at this issue otherwise this blog write-up will go on permanently! Like I mentioned in my final article, there are several sites we can discover very good evaluation queries for Crucial Phase 3. It is really a shame they are not centrally manufactured any more – the outdated KS3 SATs contained fantastic concerns, but at least we can however attract on people to make our personal assessments.

If you have any great 12 months 9 assessment concerns you’d like to share, you should tweet me. 

Thanks for looking through!


Supply connection