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The fundamental charm of Shakespeare's works lie in his ability to pave multiple avenues of exploration, leaving his messages subject to the audience's interpretation. For this reason, it is arguable he i...

The British government is often put to scrutiny amongst many committees, debates and elections, though, whether these are actually effective is of significance. One might argue that whilst committees that...

(2n+1)² = (2n+1)(2n+1)
Use FOIL method= 4n²+2n+2n+1= 4n²+4n+1= 4(4n+n)+1
4n+n is just a number, therefore proved

There are 4 different methods to solve quadratics: factorisation, quadratic formula, graphically and completing the square. Today we shall solve equations by factorisation.Using the equation x²...