Find, using algebra, the values of k k\,k and mmm.
a=16a=16a=16 is a real solution to the equation
a2=ka a^2=k\sqrt{a} a2=kab=±22b=\pm2\sqrt{2}b=±22 are real solutions to the equation
b4−mb2−32=0 b^4-mb^2-32=0 b4−mb2−32=0233 exam-style questions on Edexcel A Level Maths Algebraic Expressions, covering 1.1 Index Laws, 1.2 Expanding Brackets, 1.3 Factorising, 1.4 Negative and Fractional Indices, and 1.5 Surds. Each one has a worked solution and a mark scheme showing where the marks go.