March 5, 2024


International Student Club UK

Resourceaholic: Year 9 Assessment Questions

Resourceaholic: Year 9 Assessment Questions

Very last week I blogged about our Year 8 assessments. I set out the concepts we comply with when we create our Essential Phase 3 assessments, and I shared examples of the questions that challenged our greatest attaining college students. 

Present-day submit is about 12 months 9. My school’s Calendar year 9 cohort has a incredibly large variety of maths attainment, which was even more exacerbated by the lockdowns in Year 7 and 8. A single notable function of this yr team is how extremely great the large attaining pupils are. The major established instructor finds it tough work to adequately obstacle them in lessons. So when I created the finish of year assessment, I had to make sure there have been loads of concerns in there to make them assume. I will not want everyone coming out of a maths assessment bragging that they uncovered it genuinely easy.

Here are some of the a lot more demanding queries from our end of Calendar year 9 assessment.


At a concert the ratio of adult men to females is 5 : 3.

The ratio of girls to kids is 7 : 4.

Present that much more than 50 % of the persons at the concert are adult males.

This was a middle-of-the-paper question. It can be not massively demanding – I taught set four out of five and a couple of of them managed to get full marks on it. But I wanted to consist of it below simply because it really is a pleasant issue necessitating a little bit of reasoning. It was initially from an AQA specimen GCSE paper.

A a lot more complicated ratio dilemma was this one from Edexcel, which also examined a different Calendar year 9 subject matter: modifying the issue.

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

Locate a formula for y in conditions of k and x.

Surface Area

Surface area space is a good subject because it provides several possibilities for challenge resolving and reasoning. For example, this typical problem may possibly have been reasonably simple for a substantial attainer, but I like the way it can be also available to everyone who does a little bit of pondering. I was delighted that a handful of students in my course labored this out. We place it in our non-calculator paper so it also analyzed their arithmetic.

The whole area place of a cube is 294cm2.

Operate out the quantity of the dice.

A marginally a lot more hard question was this one particular from Edexcel. It isn’t going to have any significantly hard reasoning in it, but has bought a several techniques to work through, together with device conversion which may be skipped. I like thoughts where by college students have to identify that they have to have to perform with floor place rather than volume.

The most challenging area area concern I provided was this a person from AQA. Really couple of learners could do this, even our optimum attainers. We will revisit thoughts like this in 12 months 10.


I like this coal concern from WJEC. In Calendar year 9 we educate bounds and mistake intervals for the to start with time. We introduce some simple bounds calculations, but go into larger depth on this at GCSE. This question equipped flawlessly. Even so, I considered our students would uncover it less difficult than they did. I had it close to the start off of the paper, but most the students in my course only picked up one particular mark on it. My learners are all doing work at a Quality 4 degree although. Our higher attaining pupils experienced no issue with this just one.


We taught Venn Diagrams to Year 9 this calendar year. There ended up some fairly easy Venn diagram queries nearer the start out of our finish of year assessment, the place students generally just experienced to complete several Venn Diagrams. But for obstacle I needed to exam being familiar with of notation as properly as probability, so I tailored an OCR AS degree question. Only our quite most effective mathematicians answered this properly.

Algebraic Proportion

Algebraic proportion can be very procedural. As prolonged as pupils examine the concern thoroughly, as soon as they know how to do it, it is nearly a assured five marks. So I provided a non-calculator proportion question that was a bit different to concerns they’d viewed before. What I favored about this was the accessibility: no 1 from my course got all the marks, but they did regulate to decide up one or two.

Correct-Angled Trigonometry
This problem was my pièce de résistance. I figured that if our tremendous clever Yr 9s breezed through all the other challenging thoughts I threw at them, they would definitely have to end and consider at this stage. This SQA concern is designed to be solved employing the Sine Rule. But our learners never do the Sine Rule right until 12 months 10. This dilemma can be carried out with appropriate-angled trigonometry. The way I did it was by splitting the base into x and 350 – x, then forming two equations for the height and equating them. Even if our learners managed to get this much, solving the equation would be reasonably demanding for them simply because they have not witnessed everything like this prior to.

As it transpired, none of our 12 months 9s managed to address it in the way I envisaged. But one quite intelligent college student came up with a genius (albeit inefficient!) system of trial and advancement. I yelped with pleasure when I realised what he’d completed:

It’s this sort of a delight to see pupils making use of artistic techniques like this.

I also observed some excellent complicated queries involving normal variety and percentages, but I will cease at this point or else this web site submit will go on without end! Like I stated in my previous put up, there are a lot of areas we can discover fantastic evaluation inquiries for Vital Stage 3. It really is a shame they aren’t centrally created any longer – the previous KS3 SATs contained good issues, but at the very least we can still attract on these to make our personal assessments.

If you have any fantastic Yr 9 evaluation thoughts you would like to share, remember to tweet me. 

Thanks for studying!