Resourceaholic: Year 9 Assessment Questions

Resourceaholic: Year 9 Assessment Questions

Previous week I blogged about our Year 8 assessments. I set out the rules we observe when we compose our Critical Stage 3 assessments, and I shared illustrations of the questions that challenged our highest attaining college students. 

Today’s submit is about Year 9. My school’s Calendar year 9 cohort has a quite large assortment of maths attainment, which was further exacerbated by the lockdowns in 12 months 7 and 8. One particular noteworthy aspect of this 12 months team is how exceptionally excellent the significant attaining college students are. The top rated established instructor finds it tricky get the job done to sufficiently challenge them in lessons. So when I made the close of calendar year assessment, I experienced to assure there were a good deal of queries in there to make them imagine. I never want anybody coming out of a maths assessment bragging that they found it actually effortless.

Below are some of the a lot more demanding issues from our close of Calendar year 9 assessment.


At a live performance the ratio of adult men to ladies is 5 : 3.

The ratio of gals to children is 7 : 4.

Demonstrate that extra than fifty percent of the people today at the concert are gentlemen.

This was a middle-of-the-paper dilemma. It can be not massively challenging – I taught set four out of 5 and a couple of of them managed to get complete marks on it. But I wished to include it right here since it truly is a great question demanding a little bit of reasoning. It was initially from an AQA specimen GCSE paper.

A additional tricky ratio question was this 1 from Edexcel, which also tested an additional Year 9 subject: altering the topic.

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

Obtain a components for y in terms of k and x.

Area Space

Area place is a excellent matter simply because it presents numerous possibilities for dilemma solving and reasoning. For instance, this basic concern may possibly have been reasonably easy for a higher attainer, but I like the way it is also accessible to everyone who does a little bit of thinking. I was delighted that a few college students in my course worked this out. We put it in our non-calculator paper so it also tested their arithmetic.

The total surface area spot of a dice is 294cm2.

Do the job out the quantity of the cube.

A marginally a lot more complicated question was this one particular from Edexcel. It does not have any particularly challenging reasoning in it, but has obtained a numerous techniques to function by, like unit conversion which may well be missed. I like queries where by students have to determine that they have to have to work with floor spot instead than quantity.

The most tough surface region query I bundled was this one from AQA. Pretty few pupils could do this, even our best attainers. We will revisit issues like this in Year 10.


I like this coal query from WJEC. In 12 months 9 we train bounds and mistake intervals for the to start with time. We introduce some basic bounds calculations, but go into higher depth on this at GCSE. This query equipped completely. Having said that, I imagined our pupils would discover it a lot easier than they did. I experienced it in close proximity to the start of the paper, but most the students in my course only picked up one particular mark on it. My college students are all working at a Grade 4 degree though. Our increased attaining students had no difficulty with this one particular.


We taught Venn Diagrams to Year 9 this calendar year. There have been some quite simple Venn diagram concerns nearer the get started of our finish of yr evaluation, the place pupils in essence just had to finish several Venn Diagrams. But for problem I desired to exam knowledge of notation as well as chance, so I adapted an OCR AS degree dilemma. Only our very most effective mathematicians answered this the right way.

Algebraic Proportion

Algebraic proportion can be very procedural. As very long as students go through the dilemma thoroughly, the moment they know how to do it, it is pretty much a confirmed 5 marks. So I provided a non-calculator proportion question that was a bit distinctive to concerns they’d observed in advance of. What I appreciated about this was the accessibility: no a person from my course got all the marks, but they did deal with to pick up one or two.

Suitable-Angled Trigonometry
This concern was my pièce de résistance. I figured that if our super intelligent 12 months 9s breezed through all the other hard queries I threw at them, they would certainly have to quit and think at this position. This SQA issue is built to be solved utilizing the Sine Rule. But our learners will not do the Sine Rule until eventually 12 months 10. This question can be finished with ideal-angled trigonometry. The way I did it was by splitting the base into x and 350 – x, then forming two equations for the peak and equating them. Even if our college students managed to get this far, fixing the equation would be fairly demanding for them mainly because they haven’t witnessed something like this ahead of.

As it took place, none of our Calendar year 9s managed to fix it in the way I envisaged. But one incredibly clever college student arrived up with a genius (albeit inefficient!) technique of demo and enhancement. I yelped with pleasure when I realised what he’d accomplished:

It is these a delight to see pupils making use of artistic approaches like this.

I also uncovered some terrific demanding inquiries involving typical sort and percentages, but I will stop at this point in any other case this blog site publish will go on for good! Like I stated in my past post, there are a lot of sites we can uncover fantastic assessment queries for Key Stage 3. It is really a disgrace they are not centrally developed anymore – the old KS3 SATs contained excellent concerns, but at the very least we can even now attract on those people to make our personal assessments.

If you have any superior Year 9 assessment questions you’d like to share, make sure you tweet me. 

Thanks for examining!

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