Maths TutorOpen. To bridge the gap from school to university study, to revise or find the
maths topic you missed, you will want to meet mathtutor . Video tutorials, with ... Algebra - Arithmetic - Differentiation - Functions, graphs, sequences ...
To bridge the gap from school to university study, to revise or find the maths topic
you missed, you will want to meet mathtutor . Video tutorials, with diagnostics, ... Algebra - Arithmetic - Differentiation - Functions, graphs, sequences ...
Pascal's triangle and the binomial theorem - Maths TutorPascal's triangle and the binomial theorem ... In this tutorial you will learn how
Pascal's triangle can be used to obtain the required ... Video tutorial 54 mins.
Integration - Maths TutorIntegration is often introduced as the reverse process to differentiation, and has
wide applications, for example in finding areas under curves and volumes of ... Integration as summation - Integration as the reverse of ... - Integration by parts
Transposition of Formulae - Maths TutorIt is often useful to rearrange, or transpose , a formula in order to write it in a
different, but equivalent form. This unit explains the procedure for doing this.
Geometry & Vectors - Maths TutorEssential revision or learning for a wealth of disciplines like architecture, physics,
engineering or design. Understanding the qualities of circles, lines and cones ...
Volumes of solids of revolution - Maths TutorVolumes : Exercises . 1/3. 1 (i). Attempt the following questions. Find the volume
generated when the area is rotated about the x-axis: The area between the curve
Expanding And Removing Brackets - Maths TutorIn this unit we see how to expand an expression containing brackets . By this we
mean to rewrite the expression in an equivalent form without any brackets in.
Finding areas by integration - Maths TutorFinding areas by integration . In simple cases, areas can be found by evaluating a
single definite integral . Sometimes the integral gives a negative answer, and ...
MathTutor functions , graphs, sequences & series - Maths TutorWhat are functions ? From an introduction of the basic concepts of functions to
more advanced functions met in economics, engineering and the sciences, these
Arithmetic and geometric progressions - Maths TutorArithmetic and geometric progressions ... particular types of sequence known as
arithmetic progressions and geometric progressions, ... Video tutorial 65 mins.
Simultaneous Linear Equations - Maths TutorSolve the following pairs of simultaneous equations. Type each answer as a
whole number or a fraction, e.g. 1/2. (or click on "no solution" if appropriate). y =
2x + ...
Integration by parts - Maths TutorA special rule, integration by parts , can often be used to integrate the product of
two functions. It is appropriate when one of the functions forming the product is ...
The gradient of a straight line segment - Maths TutorIn this unit the gradient of a straight line segment is found, and the relationships
between the gradients of parallel lines and perpendicular lines are explained.
Completing The Square Maxima And Minima - Maths TutorNever quite got your head around algebra ? Let mathtutor ... Completing The
Square Maxima And Minima. In this unit ... This technique has applications in a
number of areas, but we will see an example of its use in solving a quadratic
The chain rule - Maths Tutor1(i). Find the derivative dy/dx of each function. Notation: enter (e.g.) 2e^ x , -3^( x +
1), sin (1 - x ), 3/(1 - x ). 12. y = (3x - 7). y = sin (5x + 2). y = ln(2x - 1). 2 - 3x. y = e.
Extending the table of derivatives - Maths TutorUse the table to find each derivative . y = sec3x. y = tan4x. y = 1. y = sec . 4/5. 2(i).
Attempt the following questions. cos x. By writing cot x = and using the quotient ...
Factorising Quadratics - Maths TutorFactorising quadratics:Exercises. 1/5. 1. Revision: multiply out the brackets. 2.
Enter powers using the ^ key: for example, enter x as x^2. (x + 1)(x + 2). x(x - 7).
Differentiation from first principles - Maths TutorDifferentiation from first principles . What is differentiation? It is about rates of
change - for example, the slope of a line is the rate of change of y with respect to
Properties of straight line segments - Maths TutorIn this unit a system of co-ordinates is described, and is used to find various
properties of the straight line between two points. The distance between the two ...
Simplifying Algebraic Fractions - Maths TutorSimplifying Algebraic Fractions. The ability to simplify fractions and to write them
in equivalent forms is an essential mathematical skill required of all engineers ...