Concours Advance - independent subject practice study materials
Concours Advance - independent subject practice study resources

Concours Advance - independent subject practice study guide

Concours Advance - independent subject practice · Work through your exam, one topic at a time.

This independent study page provides practice for Concours Advance - independent subject practice. Its editorial learning areas include Calculus; Algebra and Functions; Geometry and Trigonometry; Probability and Statistics; Technical English, scientific claims and engineering communication. The Concours Advance - independent subject practice study guide has 5 sections and about 2,072 words.

01

Calculus

Calculus practice develops the ability to move fluently between a function, its rate of change, and its accumulated total. Expect differentiation of composite, implicit and parametric forms, evaluation of definite and improper integrals, and questions that require you to justify a limit before differentiating.

348 words, about 2 min
02

Algebra and Functions

Algebra and function practice asks you to move fluently between symbolic, graphical, and verbal representations of relationships. Expect manipulation of polynomial, rational, radical, exponential, and logarithmic expressions; solving equations and inequalities; and reasoning about domain, range, inverse functions, and transformations.

462 words, about 2 min
03

Geometry and Trigonometry

This geometry and trigonometry chapter covers triangle congruence and similarity, circle properties, coordinate geometry, area and volume, and the trigonometric ratios extended to the unit circle. You should be able to prove relationships, apply the sine and cosine laws to non-right triangles, work in radians, and connect trigonometric functions to their graphs and identities.

425 words, about 2 min
04

Probability and Statistics

Probability and statistics practice develops conditional reasoning, standard distributions, and correct interpretation of inference - the last of which is where most marks are lost. P(A∪B) = P(A) + P(B) − P(A∩B); independence means P(A∩B) = P(A)P(B).

381 words, about 2 min
05

Technical English, scientific claims and engineering communication

Technical English combines language understanding with the logical structure of a scientific or engineering statement. Identify what a paragraph asserts, the evidence it supplies, the conditions it assumes and the conclusion it actually supports.

456 words, about 2 min