IXL Year 11 Maths Practice

Overview

• IXL provides online practice for Year 11 Maths.
• Offers a personalized experience through a Recommendations wall.
• Aligns practice content with textbooks, national curriculum, or standardized tests.
• Hundreds of skills available for practice.

Key Categories and Skills

A. Numbers

• Prime or composite numbers
• Identifying rational and irrational numbers
• Comparing and ordering rational numbers
• Converting recurring decimals to fractions
• Square and cube roots, along with estimation
• Operations with rational numbers
• Evaluating numerical expressions

B. Percents

• Understanding percent of change
• Solving word problems involving percent of change
• Calculating sale prices and VAT
• Tackling multi-step percent problems

C. Expressions and Properties

• Properties of addition and multiplication
• Distributive property and its applications
• Writing and simplifying equivalent expressions

D. Solve Equations

• Solving various types of linear equations
• Creating equations with specific numbers of solutions
• Word problems and mixed reviews
• Rearranging multi-variable equations

E. Problem Solving

• Consecutive integer problems
• Rate of travel and weighted averages

F. Single-variable Inequalities

• Solving and graphing linear and compound inequalities

G. Relations and Functions

• Conversion between tables, graphs, mappings, and lists
• Domain, range, and evaluation of functions
• Identifying and interpreting functions
• Rate of change in functions

H. Direct and Inverse Variation

• Understanding proportional relationships
• Writing and solving direct and inverse variation equations

I. Linear Functions

• Identifying, interpreting, and graphing linear functions
• Calculating gradients and intercepts
• Equations of parallel and perpendicular lines
• Transformations of linear functions

J. Simultaneous Equations

• Solving using graphing, substitution, and elimination methods

K. Linear Inequalities

• Solving and graphing linear inequalities and word problems

L. Indices

• Review and operations with indices, including negative and fractional

M. Number Sequences

• Identifying and evaluating arithmetic and geometric sequences

N. Standard Form

• Conversion and arithmetic operations with standard form

O. Exponential Functions

• Evaluating, writing, and graphing exponential functions
• Exponential growth, decay, and compound interest

P. Monomials

• Identifying and performing operations on monomials

Q. Polynomials

• Vocabulary and operations with polynomials

R. Factorising

• Techniques for factorising monomials and quadratics

S. Quadratic Equations and Inequalities

• Characteristics, graphing, and solving quadratic equations

T. Function Types

• Identification and writing of linear, quadratic, and exponential functions

U. Function Operations

• Composition and inverse functions

V. Function Transformations

• Translation and reflection of functions

W. Radical Expressions

• Simplifying and performing operations on radical expressions

X. Fractional Indices

• Evaluating and simplifying expressions with fractional indices

Y. Rational Functions and Expressions

• Simplification and solving of rational expressions and equations

Z. Midpoints and Distance

• Calculating midpoints and distances in various dimensions

AA. Transformations

• Identifying and performing geometric transformations

BB. Congruence

• Identifying and proving congruence in geometric figures

CC. Similarity

• Identifying and justifying similarity in figures

DD. Right Triangles

• Applications of Pythagoras' Theorem
• Solving and proving properties of special right triangles

EE. Trigonometry

• Trigonometric ratios and solving triangles

FF. Perimeter and Area

• Calculations involving perimeter and area

GG. Three-dimensional Figures

• Understanding vocabulary and views of 3D figures

HH. Surface Area and Volume

• Calculating surface area and volume of various solids

II. Circles

• Properties and equations of circles

JJ. Vectors

• Understanding and performing operations with vectors

KK. Measurement

• Conversion and precision in metric and imperial systems

LL. Data and Graphs

• Interpretation and creation of various types of graphs

MM. Statistics

• Measures of central tendency and variability
• Scatter plots and trends

NN. Probability

• Theoretical and experimental probability
• Compound events and conditional probability