Page 6 - Past Year

4 | P a g e

b) If x  3 2 2 , find the value of   x  1   2  2

 x 

2
45. a) Consider the equation 2log   3 logx y   x  log y . Express in terms of

b) Solve the equation log p  log 3p   1
27
3
46. Find the values of x that satisfies the equation 3 2x 1  3  2 28 3 x
 
47. Solve the equation log 2x  2 log 2 log 2 .

6
4
x