Could you please show the working out of these maths questions and explain the process (where needed) at a year 11 level. These questions come under the topic of logarithmic functions.

Thanks

1 . The equation y = a loge (bx) relates x to y. The table shows values for x and y. . In\" a. Find the integer values of the constants a and b. b. Find the value of w correct to 4 decimal places. 2. The graph of y = m log2 (nx) passes through the points (2, 3) and (1 1). Show that the values ofm and n are 2'2 7 1.25 and 23 respectively