Other Algebraic Problems

This page is for things you might find useful but don't easily fit into any of the other pages on algebra.

Six a day 1

Area of a triangle, circumference of a circle, perimeter of a rectilinear shape, proof with odd and even numbers, median average and fractional indices.

Area of a triangle, circumference of a circle, perimeter of a rectilinear shape, proof with odd and even numbers, median average and fractional indices.

Six a day 2

Volume of a cuboid, ordering decimals, expand and simplify, direct proportion, reverse percentages, fractions to decimals

Volume of a cuboid, ordering decimals, expand and simplify, direct proportion, reverse percentages, fractions to decimals

Six a day 3

Surface area of a cuboid, ordering algebraic terms, decimals to fractions, percentage increase, calculate percentages, calendar calculations

Surface area of a cuboid, ordering algebraic terms, decimals to fractions, percentage increase, calculate percentages, calendar calculations

Six a day 4

Circle theorem, odd number proof, pie charts, ordering fractions and decimals, triangular numbers, Fibonacci Series

Circle theorem, odd number proof, pie charts, ordering fractions and decimals, triangular numbers, Fibonacci Series

 

Various problems

Calculate the length of edges, surface area and volume of irregular shape, perpendicular understanding, substitution and factorising.

Calculate the length of edges, surface area and volume of irregular shape, perpendicular understanding, substitution and factorising.

Various problems

Calculate the length of edges, surface area and volume of irregular shape, perpendicular understanding, substitution and factorising.

Calculate the length of edges, surface area and volume of irregular shape, perpendicular understanding, substitution and factorising.

Proving Polynomial Identities

Use expansion of brackets and factorising completing the square to prove several polynomial identities are true, or alternatively, are false.

Use expansion of brackets and factorising completing the square to prove several polynomial identities are true, or alternatively, are false.