Question 2(a)
[Maximum number: 3]
Show that the equation can be written as a quadratic equation in x.

Practise using product, quotient and power laws to combine logarithms, remove them and solve resulting algebraic equations while enforcing positive logarithm arguments.
Show that the equation log4(2x+1)=2log4(3x−1)−2 can be written as a quadratic equation in x.