Latitude and Longitude II
At the end of this lesson, the students should be able to understand Latitude and Longitude
Longitude and latitude (Practical Examples)
Describing the earth as a sphere
Identifying (using skeletal globe and locate (using real globe) and appreciating the followings:
– North and South poles
– Longitude
– Latitude Meridian and – equator
– Parallel of latitude
– Radius of parallel of latitude
– Radius of the earth.
Solving problems on longitude and latitude
Coordinates geometry of straight lines
Identify the Cartesian rectangular coordinate
Draw and interpret linear graphs
Determine the distance between two coordinate points
Find midpoint of the line joining two points
Apply the concept to real life situation
Define and determine the gradient and intercepts of a line
Determine the equation of a line
Find the angle between two intersecting straight lines.
Apply linear graph to real life situations
Longitude and latitude
Describing the earth as a sphere
Identifying (using skeletal globe and locate (using real globe) and appreciating the followings:
– North and South poles
– Longitude
– Latitude Meridian and – equator
– Parallel of latitude
– Radius of parallel of latitude
– Radius of the earth.
Solving problems on longitude and latitude
Surface Area and volume of sphere
Find the surface area of a sphere
Find the volume of a sphere
Trignometry Graphs of Trignometric Ratios
Draw graphs of sine and cosine for angles 0 ≤ x ≤ 360
Interpret/read graphs of trigonometric ratio.
Carryout graphical solutions of simultaneous linear equation and trigonometric equations
Application of Linear and quadratic equations to capital market etc.
Solve simultaneous linear and quadratic equations
Solve word problems on linear, quadratic and simultaneous linear and quadratic equation
Solve problems on linear equation involving capital markets
Integration of simple Algebraic functions (II)
Recognize integration as the reverse of differentiation
Recognize some standard integrals of polymers and algebraic tractions
Apply some techniques of integration such as
a) integration by substitution
b) integration by parts
c) integration by partial fractions
Apply integration to real-life situations.
Indices
At the end of this lesson, the students should be able to understand Indices
Trigonometry
At the end of this lesson, the students should be able to understand Trigonometry
Arithmetic Of Finance ii
At the end of this lesson, the students should be able to understand the Arithmetic Of Finance
Surds Ii
At the end of this lesson, the students should be able to understand Surds
Substitution Change Of Subject
At the end of this lesson, the students should be able to understand Substitution
More on Matrices and determinants
Define matrix
State the order and notation of a matrix
Mention and define types of matrices
Perform the operation of addition, subtraction of matrices
multiply matrix by a scalar quantify and multiply two matrices A and B.
find the transpose of a matrise by interchanging the rows and columns
calculate the determinant of 2 x 2 matrix
applications to solving simultaneous equations
Absolute Values of Logarithms: Theory of Logarithm
Show the basic laws of logarithm
revision of the use of logarithm table for calculation
Arithematic of finance
Calculate simple interest given the principle, rate and time.
calculate compound interest. using the formula.
Determine the depreciation value of an item.
Compute the annuities of a given problem
Compute the amortization in a given problem.
Solve further problems in capital market using logarithm table.
Theory of Logarithm
Show the basic laws of logarithm
revision of the use of logarithm table for calculation
Matrices and determinants
Defining matrix
Stating the order and notation of a matrix
Types of matrices
The operation of addition, subtraction of matrices, multiply matrix by a scalar quantify and multiply two matrices A and B.
Finding the transpose of a matrise by interchanging the rows and columns
Calculating the determinant of 2 x 2 matrix applications to solving simultaneous equations
Surds
Differentiating between rational and irrational numbers
The rules of addition and subtraction and apply them is simplifying surds
The rules of multiplication ands division and apply them in simplifying surd/nConjugate binomial surds.
The concept of surds to problems involving trigonometric ratios of angles 300 , 600
Drawing graphs of sine and cosine for angles 0 ≤ x ≤ 360
Grouped Data
Learn about Grouped Data; Measures of Dispersion