Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – CALCULATING DEVICES

CALCULATING DEVICESOperations with the scientific CALCULATOR1. Additiona) 375 + 601 = 976b) 401 + 2801 + 70120 + 3 = 73, 325c) 0.0175 + 2.561

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – LOGIC (2)

SENTENCE HAVING A GIVEN TRUTH TABLEExample.1 Find a sentence which has the following truth tablePQ–TTTTFTFTTFFFStep: 1. Mark lines which are T in last column 2.

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – ET THEORY

ET THEORYThe word set is used to denote a collection of well defined objects ∙ Set are denoted by capital letters e.g. A, B, C,

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – COORDINATE GEOMETRY

COORDINATE GEOMETRY -Is the conic section whose eccentricity is equal to zero. -Coordinate geometry is the study of representation of geometry figure either on two

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – DIFFERENTIATION

DIFFERENTIATION DERIVATIVESSlope of a curve A curve has different slopes at each point. Let A, B, and C be different points of a curve f

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – LOGIC(1)

LOGICLogic concerns with the study of analysis of methods of reasoning which lead to certain conclusion or statement.ExampleIf it rains today we shall play football.

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – LINEAR PROGRAMING

LINEAR PROGRAMINGDefinitionIs a branch of mathematics which enables one to solve problems which either the greatest or minimum/least value of a certain quantity is required

Form Five (As Level) Mathematics Pure Mathematics As Level(Form Five)

MATHEMATICS As LEVEL(FORM FIVE) NOTES – TRIGONOMETRY(1)

TRIGONOMETRYTrigonometry is the study of angle measurement and functions that depends on angle.The fundamental trigonometric ratios are Sine (sin)Cosine (Cos)Tangent (Tan)Others are cosecant (cosec) Secant