1. Question 8184
    was: (Q. 250) Exponentials and Logs - Logarithms - Graphing the laws of logs
    now: (Q. 8184) Exponentials and Logs - Logarithms - Law: log(ab)=log(a)+log(b)
  2. Question 8186
    was: (Q. 250) Exponentials and Logs - Logarithms - Graphing the laws of logs
    now: (Q. 8186) Exponentials and Logs - Logarithms - Law: log(a/b)=log(a)-log(b)
  3. Question 8187
    was: (Q. 250) Exponentials and Logs - Logarithms - Graphing the laws of logs
    now: (Q. 8187) Exponentials and Logs - Logarithms - Law: a log(b)=log(b^a)
  4. Question 300
    was: Trigonometry - Trig. Equations - Inverse Trig. Functions
    now: Trigonometry - Trig. Equations - Introduction to Inverse Trigonometry
  5. Question 1034
    was: Trigonometry - Trig. Functions - Sec, cosec, cot
    now: Trigonometry - Trig. Functions - Graphs of cosec, sec, cot
  6. Question 8188
    was: (Q. 1037) Trigonometry - Trig. Functions - Identities 2
    now: (Q. 8188) Trigonometry - Trig. Functions - Find Derived Identity 1
  7. Question 8189
    was: (Q. 1037) Trigonometry - Trig. Functions - Identities 2
    now: (Q. 8189) Trigonometry - Trig. Functions - Find Derived Identity 2
  8. Question 8190
    was: (Q. 1039) Trigonometry - Double angle formulae - Two graphs
    now: (Q. 8190) Trigonometry - Double angle formulae - Visualise sin(ax) Formulae
  9. Question 8191
    was: (Q. 1039) Trigonometry - Double angle formulae - Two graphs
    now: (Q. 8191) Trigonometry - Double angle formulae - Visualise cos(ax) Formulae
  10. Question 1064
    was: Differentiation - \({e^x}\) - Tangent and normal
    now: Differentiation - \({e^x}\) - Gradients of \({a^x}\)
  11. Question 1068
    was: Differentiation - Ln x - Tangent and normal
    now: Differentiation - Ln x - Gradients of ln ax