We subscribe to PE review magazine and use articles from this to support our teaching of the A»
Level syllabus.
«Intermediate
Level Syllabus Outline ESL.»
«Elementary
Level Syllabus for Beginner Level Courses - Part I: Lessons 1 - 9.»
Power Point presentation, 9 slides, Explaining with examples how to add and subtract algebraic fractions, based on IGCSE Extended
level Syllabus.
Power Point presentation, 14 slides, Explaining how to find the a function to model a set of data from a periodical phenomena, based on IB Standard
Level Syllabus.
Genomics is now part of
the A level syllabus so it will support their learning in the classroom.
Power Point presentation, 7 slides, Explaining the notation used in functions, along with a worksheet with exercise for the lesson that can be used as class work or homework, followed by the corresponding answer sheet, based on IB Standard
Level Syllabus.
Power Point presentation, 12 slides, Explaining how to solve real life situations using quadratic functions, based on IB Standard
Level Syllabus.
Power Point presentation, 7 slides, Explaining how to Draw the graph of quadratic functions of the form y = a (x - h) ² + k, based on IB Standard
Level Syllabus.
Power Point presentation, 11 slides, Explaining with examples how the exponential and logarithmic functions are used in real life situations, based on IB Mathematics Standard
Level Syllabus.
Power Point presentation, 5 slides, Explaining how to calculate limits and asymptotes using the properties of limits, based on IB Mathematics Higher
Level Syllabus.
Power Point presentation, 18 slides, Explaining how to find the inverse of a function, along with a worksheet with exercise for the lesson that can be used as class work or homework, followed by the corresponding answer sheet, based on IB Standard
Level Syllabus.
Power Point presentation, 8 slides, Explaining how to Draw the graph of quadratic functions of the form y = ax ² + bx + c, based on IB Standard
Level Syllabus.
Power Point presentation, 7 slides, Explaining how to find the gradient of the tangent at any point on the function, based on IB Mathematics Higher
Level Syllabus.
Power Point presentation, 17 slides, Explaining how to identify the domain and range of functions, along with a worksheet with exercise for the lesson followed by the corresponding answer sheet, based on IB Standard
Level Syllabus.
Power Point presentation, 20 slides, Explaining how to identify translations, reflections and stretches of functions, along with a worksheet with exercise for the lesson that can be used as class work or homework, followed by the corresponding answer sheet, based on IB Standard
Level Syllabus.
Power Point presentation, 7 slides, Explaining how to Draw the graph of quadratic functions of the form y = a (x - p)(x - q), based on IB Standard
Level Syllabus.
Power Point presentation, 12 slides, Explaining how to Sketch translations, reflections and stretches of exponential function, based on IB Standard
Level Syllabus.
Power Point presentation, 16 slides, Explaining what limits are, based on IB Mathematics Higher
Level Syllabus.
Power Point presentation, 6 slides, Explaining what the composite functions are, along with a worksheet with exercise for the lesson that can be used as class work or homework, followed by the corresponding answer sheet, based on IB Standard
Level Syllabus.
It has been written to teach for the Cambridge international A
Level syllabus, but will also be adapted for teaching to the Edexcel syllabus next year.
Use some examples to explain how to work the indefinite integral of basic functions, and how to find a particular solution if boundary conditions are given, based on IB Standard
Level Syllabus.
Power Point presentation, 15 slides, Explaining how to calculate the area between two curves using integrals and how to use the Graphic display calculator to find the area, based on IB Standard
Level Syllabus.
Power Point presentation, 6 slides, Explaining how to work out the indefinite integral for function of the form f (x) = f (u) u» (x) using the substitution method; Show some worked examples, based on IB Standard
Level Syllabus.
Power Point presentation, 12 slides, Explaining how to calculate the volume of a shape generated by rotating a curve around the x-axis, using definite integrals, based on IB Standard
Level Syllabus.
Power Point presentation, 28 slides, Explaining how the area under any graph can be calculated using integrals defined from one point to another; State other properties of definite integrals and show some worked examples how to use theses properties, based on IB Standard
Level Syllabus.
Power Point presentation, 9 slides, Explaining the fundamental theorem of calculus and use some examples to show how to use it to find the area under a curve, based on IB Standard
Level Syllabus.
Power Point presentation, 10 slides, Explaining how to find the derivative of the power function, the constant function, the multiple function and the sum or difference of functions, based on IB Mathematics Standard
Level Syllabus.
Power Point presentation, 11 slides, Explaining how to use the first and second derivative to maximize or minimize magnitudes in real life situations, based on IB Mathematics Standard
Level Syllabus.
Power Point presentation, 10 slides, Explaining how to solve quadratic equations by factorisation, based on IB Standard
Level Syllabus.
Power Point presentation, 11 slides, Explaining the derivative of the sine, cosine and tangent functions and use some examples to show how to differentiate trigonometric functions, based on Mathematics IB Standard
level Syllabus.
Power Point presentation, 7 slides, Explaining how to derive the quadratic formula, and how to use it when solving quadratic equations, based on IB Standard
Level Syllabus.
It is well known, for example, that the Gothic (a staple diet of
A Level syllabi) was grounded in anti-Catholicism.
Novels like Ian McEwan's Atonement and John Fowles» The French Lieutenant's Woman are staple elements of many
A Level syllabi.
«By focusing on a knowledge - rich curriculum approach, teachers will be better equipped to handle the new more academically - rigorous GCSE and
A Level syllabi and to stretch pupils beyond them.»
Not exact matches
Student Division classes for ages 6 - 18 years, provide a full year
syllabi in all
levels and styles.
«Students and teachers have had a very short timescale to get to grips with the new
syllabuses, particularly at a time when they have been trying to prepare for the introduction of revised A
level courses from next month.
Principles of Practice — Breaking down the
level 1
syllabus of postures (called yoga labs), completing the 200 hr YTT workbook (both in and out of the classroom), experiencing the practice through both teacher and student lead practices.
During this course, a Gyrokinesis Master Trainer introduces the principles, and teaching techniques underlying the Gyrokinesis
level 1 exercise
syllabus.
During this course, a Gyrotonic Master Trainer introduces the teaching techniques and principles underlying the Gyrotonic
level 1 exercise
syllabus and introduces the complete Gyrotonic,
level 1 exercise curriculum.
The
syllabi of our tuition are tailor - made towards your
level, learning objectives, industry and profession.
LInks to A
level AQA and Edexcel
syllabus Business and Economics.
This knowledge organiser covers the core details of all the topics for Theme 2 of the Edexcel AS and A
level Business
syllabus.
Designed for GCSE Eduqas A
syllabus the booklet goes over trade and its impact on two countries of varying
level...
Power Point presentation, 29 slides, Explaining what is Chi squared test of independence, using examples to show how to perform the test, and show how to use GDC to calculate chi - squared, based on IB Standard
Level Mathematical Studies
Syllabus.
Power Point presentation, 9 slides, Explaining what are the limitations when performing the Chi squared test of independence, using examples to show how to overcome those limitations, based on IB Standard
Level Mathematical Studies
Syllabus.
It has been written for BTEC
Level 3 students covering section A of the
syllabus...
Individuals would engage with the
syllabus appropriate to their current
level of attainment and some would move more rapidly than others through the certificate
levels — just as in music.
This editable resources is suitable for the new GCSE
syllabus and can easily be adapted for Foundation
Level.
At each of these
levels, the AMEB
syllabus specifies in detail the knowledge and skills that students must develop and demonstrate to meet that standard of performance.