Solve for x log base x of 16=4

4 log 16 Rewrite log(16) log (16) as log(24) log (2 4). Expand log(24) log (2 4) by moving 4 4 outside the logarithm. Rewrite log(4) log (4) as log(22) log (2 2). Expand log(22) log (2 2) by moving. 12 Using the color(blue)law of logs color(red)(|bar(ul(color(white)(aa)color(black)(log_b a=nhArra=b^n)color(white)(aa)

4892, Find the log of 32 to the base 4. Solution: log432 = x. 4x = 32. (22)x logamn. ⇒log(3216). ⇒log2. 8. Express 2logx+3logy=log a in logarithm free form.