Midsegments of Triangles
... b a:b a to b (where b ≠ 0) Usually a and b are in the same units and in simplest form. Extended ratio – Compares 3 or more numbers. a:b:c Proportion – An equation that states two ratios are equivalent. a c ...
... b a:b a to b (where b ≠ 0) Usually a and b are in the same units and in simplest form. Extended ratio – Compares 3 or more numbers. a:b:c Proportion – An equation that states two ratios are equivalent. a c ...
Foundation GCSE Key Facts to learn 102.07KB
... Triangular prism (understand the word prism!) Parallelogram (2 pairs of parallel sides) Cylinder Kite (one diagonal perpendicularly bisects the other) Trapezium (just one pair of parallel sides eg: ...
... Triangular prism (understand the word prism!) Parallelogram (2 pairs of parallel sides) Cylinder Kite (one diagonal perpendicularly bisects the other) Trapezium (just one pair of parallel sides eg: ...
Foundation GCSE Key Facts 102.08KB 2017-03
... Triangular prism (understand the word prism!) Parallelogram (2 pairs of parallel sides) Cylinder Kite (one diagonal perpendicularly bisects the other) Trapezium (just one pair of parallel sides eg: ...
... Triangular prism (understand the word prism!) Parallelogram (2 pairs of parallel sides) Cylinder Kite (one diagonal perpendicularly bisects the other) Trapezium (just one pair of parallel sides eg: ...
d) Use the laws of indices e.g simplify 4a2 x 6a3 e) Rearrange
... 3) Ratio & Proportion (New AQA Higher Ch 22, 27, 28 & 30-not all of it) a) Revise how to share in a given ratio. b) Revision of solving problems in direct proportion. c) Solve best buy problems d) Solve problems with distance, speed, time (density & pressure will be met in year 11 but is an extensio ...
... 3) Ratio & Proportion (New AQA Higher Ch 22, 27, 28 & 30-not all of it) a) Revise how to share in a given ratio. b) Revision of solving problems in direct proportion. c) Solve best buy problems d) Solve problems with distance, speed, time (density & pressure will be met in year 11 but is an extensio ...
Why Cryptography?
... numbers/polynomials Imposes a significant load in storing and processing keys and messages An alternative is to use elliptic curves In the mid-1980s, Miller and Koblitz introduced elliptic curves into cryptography. Offers same security with smaller bit sizes ...
... numbers/polynomials Imposes a significant load in storing and processing keys and messages An alternative is to use elliptic curves In the mid-1980s, Miller and Koblitz introduced elliptic curves into cryptography. Offers same security with smaller bit sizes ...
