IB MYP Year 5 E Assessment Prep

Classify real numbers and represent absolute-value conditions on a number line.

Simplify expressions containing surds and rational exponents.

Perform calculations in scientific notation and report results to a required degree of accuracy.

Calculate upper and lower bounds after rounded measurements are combined.

Solve direct- and inverse-proportion problems in unfamiliar contexts.

Derive and use the nth-term formula for an arithmetic sequence.

Derive and use term and sum formulas for a geometric sequence.

Apply logarithm laws to solve exponential equations using technology where appropriate.

Solve compound and double inequalities and represent their solution sets.

Rearrange a multi-step formula to change its subject.

Factorize quadratic expressions and solve the resulting quadratic equations.

Use the quadratic formula and discriminant to solve and classify quadratic equations.

Solve simultaneous equations algebraically and verify solutions graphically.

Determine the domain, range, intercepts, and asymptotes of a given function.

Describe and construct translations, reflections, and stretches of quadratic-function graphs.

Form and solve a linear-programming model from constraints in a contextual problem.

Calculate distance, midpoint, and gradient in coordinate geometry.

Use gradient conditions to form equations of parallel and perpendicular lines.

Represent rotations, reflections, translations, and rational-factor enlargements precisely.

Prove that triangles are similar or congruent and use the result to calculate unknown measures.

Apply circle theorems to determine unknown angles and justify each step.

Calculate arc lengths, sector areas, and measures of compound three-dimensional shapes.

Solve two- and three-dimensional problems using Pythagoras and right-triangle trigonometry.

Solve non-right-triangle and bearing problems using the sine rule and cosine rule.

Calculate and interpret quartiles, percentiles, interquartile range, and standard deviation.

Construct and interpret box plots, cumulative-frequency graphs, and fixed-width histograms.

Evaluate sampling methods, response rates, and potentially misleading data presentations.

Use scatter plots, lines of best fit, and technology-based correlation measures to analyse bivariate data.

Perform set operations with up to three sets and solve probability problems using Venn diagrams.

Construct tree diagrams and sample spaces for successive events.

Apply addition and multiplication rules to combined-event probabilities.

Calculate conditional probabilities and distinguish independent from dependent events.

Formulate a focused scientific research question from a stated real-world problem.

Write a testable hypothesis supported by scientific reasoning.

Identify independent, dependent, and controlled variables in an investigation.

Design a safe, reproducible method that collects sufficient relevant data.

Process repeated measurements and present them in correctly formatted tables and graphs.

Interpret patterns while distinguishing random error, systematic error, and anomalous data.

Evaluate a method and propose specific improvements linked to identified limitations.

Use scientific evidence to discuss the benefits, risks, and ethical or environmental implications of an application.

Interpret distance–time and velocity–time graphs using gradients and areas.

Solve constant-acceleration problems using the equations of motion.

Construct free-body diagrams and apply Newton’s laws to calculate resultant force and acceleration.

Apply momentum conservation and impulse to collisions and safety applications.

Solve pressure and gas-law problems and explain the associated particle behavior.

Apply moments, equilibrium, and Hooke’s law to mechanical systems and force–extension graphs.

Calculate work, kinetic energy, gravitational potential energy, power, and efficiency.

Analyse energy transfers using conservation principles and Sankey diagrams.

Use wave diagrams and the equations v = fλ and f = 1/T to solve wave problems.

Construct and interpret reflection and refraction diagrams using focal points and Snell’s law.

Explain diffraction, dispersion, total internal reflection, and fibre-optic applications.

Calculate thermal-energy changes using specific heat capacity and specific latent heat.

Analyse series and parallel circuits using current, voltage, resistance, energy, and power relationships.

Explain electromagnetic induction in motors, generators, transformers, and electrical power transmission.

Complete and interpret nuclear decay equations and half-life graphs for alpha, beta, and gamma radiation.

Use redshift, Hubble-law data, stellar life cycles, and gravitational relationships to interpret astrophysical evidence.

Use the particle model to explain state changes, diffusion, and heating or cooling curves.

Select and justify a separation technique for a specified mixture.

Determine atomic structure, isotope notation, electron arrangements, and ion formation from periodic data.

Calculate relative atomic mass from isotopic abundance data.

Predict properties and reactivity from an element’s group, period, and periodic trends.

Construct dot-and-cross diagrams for ionic and covalent substances.

Explain the properties of ionic, simple molecular, and metallic substances from their bonding and structure.

Write and balance symbol equations while conserving atoms and charge.

Classify reactions as exothermic or endothermic and interpret reaction-profile diagrams.

Use collision theory to predict how temperature, concentration, surface area, and catalysts affect reaction rate.

Interpret rate-of-reaction data and graphs to compare reaction conditions.

Predict qualitative shifts in dynamic equilibrium after changes in concentration, pressure, or temperature.

Use pH and indicators to classify substances and write neutralisation reactions that form salts.

Assign oxidation states and identify oxidation and reduction in displacement and corrosion reactions.

Predict electrolysis products and write simple half-equations for molten or aqueous electrolytes.

Distinguish alkanes from alkenes using formulas, structures, tests, and environmental impacts of fuels.

Relate the structures of cell organelles and specialized cells to their functions.

Explain diffusion, osmosis, and active transport across cell membranes in experimental contexts.

Relate carbohydrate, lipid, protein, and nucleic-acid structures to their biological functions.

Predict how temperature, pH, and substrate concentration affect enzyme activity.

Analyse limiting-factor investigations involving photosynthesis or respiration.

Explain water uptake, transpiration, and translocation using root, xylem, leaf, and phloem adaptations.

Trace matter through the digestive, respiratory, and circulatory systems and explain exchange-surface adaptations.

Explain how pathogens spread and compare physical defenses, phagocytosis, active immunity, and passive immunity.

Compare nervous and hormonal communication using reflexes and blood-glucose regulation.

Explain negative-feedback control in thermoregulation and osmoregulation.

Relate nephron structures to filtration, selective reabsorption, secretion, and urine formation.

Compare mitosis and meiosis and connect each process to growth, reproduction, and variation.

Use genetic diagrams and pedigrees to predict autosomal, codominant, and sex-linked inheritance.

Explain natural selection and speciation using mutation, selection pressure, differential reproduction, and isolation.

Analyse food webs, trophic pyramids, population curves, and carbon-cycle diagrams.

Evaluate a biotechnology or human ecological intervention using scientific, ethical, social, and environmental evidence.

Translate an unfamiliar mathematical context into variables, equations, diagrams, or functions.

Identify a pattern, formulate a general mathematical rule, and justify why it works.

Present a multi-step mathematical solution with correct notation, precision, and verification.

Apply scientific knowledge to explain an unfamiliar phenomenon in a logically linked chain.

Analyse an unfamiliar scientific investigation and distinguish conclusions supported by its evidence.

Complete a mixed Extended Mathematics set under a planned time limit and classify every error.

Complete a mixed science set under a planned time limit and classify every error.

Use an error log to select and complete targeted corrections before the next timed practice.