0.000 s
Revise smart, understand Better
Select Lessons (59)
Algebra.
Angles on a Straight Line And at a Point
Area of figures
Arithmetic Processes
Cost & Selling Price
DECIMALS: Approximations
DECIMALS: Multiplication and Division Of Decimals
Elementary Probability.
Elementary Statistics
Equations: Quadratic
FRACTIONS: Fractions & Decimals.
FRACTIONS: Operations
FRACTIONS: Types
FUNCTIONS: Mapping
FUNCTIONS: Operations
Factors and Multiples
GEOMETRY - Triangles : Types
GEOMETRY - Triangles : angles
GEOMETRY: Coordinate
GEOMETRY: Shapes
Indices
Inequality
Logic
Matrix
NUMBER & NUMERATION: Integers
NUMBER & NUMERATION: Interest - Simple And Compound
NUMBER & NUMERATION: Irrational Numbers
NUMBER & NUMERATION: Natural Numbers
NUMBER & NUMERATION: Number Manipulation
NUMBER & NUMERATION: Ratio
NUMBER & NUMERATION: Rational Numbers
NUMBER & NUMERATION: Real Numbers
NUMBER & NUMERATION: Scale
NUMBERS: Place Value
Network
Number Order
PROGRESSION: Arithmetic
PROGRESSION: Geometric
PROPORTIONS: Direct
PROPORTIONS: Indirect
Points, Lines & Angles: Angles
Points, Lines & Angles: Line
Points, Lines & Angles: Points
Polygons
Polynomials
SETS: Introduction
SETS: Operation
Significant Figures
Standard Form
Subject of Formula
TIME: The measure of time
TIME: Time Zones
TRIGONOMETRY: Bearings
TRIGONOMETRY: Operations
The Number Line
The area Of A Triangle
Trigonometric functions
Vector
5/32 MCQs for:
TRIGONOMETRY: Bearings
A plane flies S20°E. Find its bearing.
160°.
340°.
20°.
200°.
The figure shows a bearing of S from R. The bearing of R from S is:
116°.
154°.
206°.
026°.
A ship sails 20 km at 300° from port. Find northward distance.
10 km.
20 km.
15 km.
17.32 km.
A boat moves N45°W 10 km. Northward distance?
8 km.
5 km.
10 km.
7.07 km.
North component of same town?
6 km.
5 km.
10 km.
8.66 km.
