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WYSPEERBeyond Toppers
Aligned with US math standards

What your child will learn.

Grade-wise curriculum. Every topic is anchored to real-world application and a clear mastery indicator.

Building foundations

Explorer Phase

30 sessions

⚡ Power Play

What's covered
  • Integers
  • Rationals
  • Irrationals
  • Surds
  • Scientific Notation
  • Exponents
In the real world:

A scientist writing the distance from Earth to the Sun as 1.496 × 10⁸ km instead of 149,600,000 km. A phone storage showing 2³ GB used out of 2⁶ GB total.

Mastery looks like

Converts 0.000045 to scientific notation and back without help. Places √7 correctly on a number line between 2 and 3 and explains why it's irrational. Simplifies an expression with multiple exponent laws in one problem.

🕵️ The Variable Files

What's covered
  • Algebraic Expressions
  • Simplification
  • Linear Equations
  • Inequalities
  • Systems of Equations
In the real world:

Creating a budget where you determine how many weeks ($x$) you need to save to buy a new phone while accounting for fixed weekly expenses.

Mastery looks like

Translating a complex, multi-sentence word problem into a system of linear equations. Solving for a variable and then substituting it back to check if the solution makes physical sense in the context of the problem.

🏦 The Finance Lab

What's covered
  • Ratio & Proportion Review
  • Percentage — profit, loss, discount, tax
  • Simple & Compound Interest
  • Speed, Distance & Time
In the real world:

Comparing two car loans—one with a lower interest rate but higher fees, versus one with a higher rate but no fees.Planning a road trip by calculating what time you need to leave to arrive at a destination $320$ km away if you maintain an average speed of $80$ km/h, including a 30-minute break.

Mastery looks like

Recognizing the difference between direct proportion (more fuel = more distance) and inverse proportion (more workers = less time) and setting up the equations accordingly.Determining if a "Buy 2 Get 1 Free" deal is a better percentage discount than a flat $30\%$ off coupon.

Applying concepts

Achiever Phase

30 sessions

📐 The Shape Collective

What's covered
  • Lines& Angles
  • Transversals
  • Quadrilaterals
  • Polygons, Triangle Theorems-Pythagoras, Congruency
  • Similarity
In the real world:

Using the Pythagorean theorem to find the shortest path across a park or to ensure a door frame is perfectly "square" (90 degrees) during a DIY renovation.

Mastery looks like

Identifying congruent or similar triangles within a complex architectural drawing. Using properties of transversals and parallel lines to solve for unknown angles in a navigation map.

🌀 Round & Beyond

What's covered
  • Circles
  • Arc
  • Chord
  • Sector
  • Translations
  • Rotations
  • Reflections
In the real world:

Architects use sectors to design theater seating or "pizza-style" garden plots. Engineers calculate the length of an arc to determine the amount of material needed for a curved bridge support.

Mastery looks like

Calculating the area of a sector (like a slice of pie) by understanding it as a fraction of the total circle's area .

🔲 Space Fillers

What's covered
  • 2D Shapes
  • 3D Shapes
  • Area & Perimeter
  • Surface Area & Volume
  • Word Problems
In the real world:

Calculating how many gallons of paint are needed for a room with vaulted ceilings and several windows. Figuring out the volume of a shipping container to see if it can hold a specific number of boxes.

Mastery looks like

Breaking down a complex 3D shape—like a grain silo (cylinder + cone)—into its base components to find total surface area or volume.

📈 The Coordinate Code

What's covered
  • The Coordinate Plane — X axis and Y axis
  • Distance Between Two Points
  • Slope
  • Midpoint
  • Linear Functions
  • Introduction to Functions
In the real world:

GPS coordinates (Latitude and Longitude) use a global coordinate system. When a delivery app tells you a driver is 2 km away, it is using the Distance Formula between two points.

Mastery looks like

Given only two points, a master can instantly find the Slope , the Midpoint, the exact Distance

Full mastery

Champion Phase

30 sessions

📊 The Data Game

What's covered
  • Bar Graphs & Double Bar Graphs
  • Line Graphs & Pie Charts
  • Making Predictions from Data
  • Central Tendency
  • Box Plots & Scatter Plots
  • Probability
  • Real Life Data Projects
In the real world:

A sports analyst using a scatter plot to find the relationship between hours of practice and match performance. A weather forecaster using historical data to calculate the probability of rain on a given day. A student comparing two classes' test scores using box plots to determine which class performed more consistently.

Mastery looks like

Understanding that "Probability has no memory." If you flip a coin and get heads 5 times in a row, a master knows the probability of the next flip is still exactly 50/50

⚡ The Equation Masters

What's covered
  • Different Ways of Solving Simultaneous Equations
  • Graphical Representation of Equations
  • Quadratic Equations
In the real world:

Determining the "break-even" point where your total cost meets your total revenue.If two lines on a graph represent two different investment funds, the point where they intersect is the exact moment they are worth the same amount.

Mastery looks like

Identifying the solution to a system of equations simply by looking at where the lines cross. It also involves understanding "No Solution" (parallel lines) and "Infinite Solutions" (the same line drawn twice).

📐 The Trigonometry Triangle

What's covered
  • Right Angled Triangles — review of Pythagoras
  • SOHCAHTOA — remembering the ratios
  • Finding Unknown Sides & Angles using Trig Finding Unknown Angles using Trigonometry
  • Angles of Elevation & Depression
  • Real Life Applications — heights, distances, navigation
In the real world:

Calculating the length of a ladder needed to reach a window at a specific height.A hiker using angle of elevation to estimate the height of a mountain before climbing. A pilot calculating the angle of descent needed to land safely on a runway of known length.

Mastery looks like

Correctly drawing a diagram from a word problem—knowing that the "angle of depression" from a cliff top is technically outside the triangle and equal to the "angle of elevation" from the boat below.Explains the difference between sin, cos and tan in their own words and draws a diagram to support the explanation.

See your child's placement.

A free 60-minute demo tells you exactly where they'll start — and why.

Book Free Demo