Mathematics

Intent

The intent of our mathematics curriculum is that it should be challenging and accessible to all while maximising the development of every students understanding and capability in applying mathematics. At Mounts Bay we believe that all students can achieve at the highest level in mathematics Fluency in the fundamentals of mathematics enabling us to function mathematically in the wider world. Being able to reason mathematically allows us to discover new truths.

Applying problems solving strategies allows us to spot which mathematical tool can be used to interrogate the problem. Above all we know that sometimes there will be mistakes made and dead ends reached, however, we can use these to find a new way to a solution.

Implementation

Our team of mathematicians are educators who are committed to working together to develop our five-year curriculum plan which in turn develop our students into mathematicians. Our curriculum plan is the common language that we use to teach mathematics at Mounts Bay. We meet regularly as a team to discuss mathematical ideas and share and agree on the best ways of approaching each topic.

Our lessons are forever evolving and are created with passion while also following a common model: Do Now – at the start of many lessons we complete a “Do Now” activity that challenges students on topics that they have studied over the previous months. Direct Instruction and Minimally Different Questions – it is common for lesson episodes to start with a short period of teacher instruction with students then asked to complete a carefully crafted series of minimally different questions to guide them through the early stages of a topic. Practice – Students will be then challenged to complete a series of questions on the topic that will make them think deeply about the mathematics. These questions might come in the form of online worksheets, individual whiteboard activities, online quizzes or worksheets. Interleaving – At this stage students should be fluent with the topic and we interleave other topics areas into the problems they are being asked to solve. This introduces them to the important skills of method spotting (knowing which area of mathematics to use).

Exit Tickets – Many topics areas or lessons episodes will be completed with an exit ticket. This is a quick question designed carefully to check understand and probe for misconceptions. All our lesson resources are delivered via the Seesaw platform direct to students iPads. This allows students and staff to be in constant dialogue during lessons and outside class time. It also allows us to seamlessly support students whether they are in the classroom or working from home.

Impact

Learning is a change in long term memory, it is for this reason that assessments in all forms takes place over time. It starts with constant assessment of understanding during lessons and with exit tickets at the end of the lesson episode which inform future lessons. To check understanding in the medium terms we use topics tests and interventions after about a month. In the longer terms we check understanding using bi-annual cross-topic assessments.

Autumn Term

Place value

Understanding and using algebra

Right-angle triangles

Spotting patterns

Using fractions

Spring Term

Addition and subtraction

Four operators

Multiplication and division

Ratio and scale

Summer Term

Geometric notation

Geometric reasoning

Estimating

Click on the button below to view the Year 7 Mathematics curriculum:

Autumn Term

Sets and probability

2D representations of 3D shapes

Properties of multiplicative change

Working in the Cartesian plane

Using data

Spring Term

Fractions, decimals and percentages

Formula, equations and inequalities

Sequences

Summer Term

Indices

Angles, scales diagrams and bearings

Pythagoras’ Theorem and Trigonometry

Click on the button below to view the Year 8 Mathematics curriculum:

Autumn Term

Pythagoras’ Theorem and Trigonometry

Ratio and Proportion

Numbers, factors and multiples

Coordinates and linear graphs

Limitations of rounding

Spring Term

Perimeter

Insights from data

Transformations

Real life graphs

Summer Term

Properties of polygons

Algebra and equations

Indices and standard form

Calculate using surds

Probability problems

Click on the button below to view the Year 9 Mathematics curriculum:

Autumn Term

Properties of polygons

Algebra and equations

Indices and standard form

Calculate using surds

Probability

Understand the use of measures

Spring Term

Quadratics

Percentages

Formulae, identities and function notation

Pythagoras Theorem and trigonometry

Summer Term

Constructions and loci

Advanced sequences

Problems involving volume

Scatter graphs

Click on the button below to view the Year 10 Mathematics curriculum:

Year 11 Foundation Mathematics Curriculum

Autumn Term

Scatter graphs

Equations and graphs

Solving simultaneous equations

Sketching graphs

Spring Term

Direct and inverse proportion

Difference between equation and inequalities

Using statistical measures

Vectors

Click on the button below to view the Year 11 Foundation Mathematics curriculum:

Year 11 Higher Mathematics Curriculum

Autumn Term

Scatter graphs

Solve equations using numerical methods

Equations of circles

Representing equations as graphs

Simultaneous equations

Sketching graphs

Spring Term

Direct and inverse proportion

Equations and inequalities

Statistical measures

Vectors

Transformations of functions

Sine and Cosine rules

Circle Theorems

Area under and gradient of a curve

Click of the button below to see the Year 11 Higher Mathematics Curriculum