Which value of a would satisfy log2a + log4a2 + log8a3 = 4?
Which value of a would satisfy log2a + log4a2 + log8a3 = 4? Correct Answer 16 / 9
Given, ➩ log2a + log4a2 + log8a3 = 4 ➩ log2a + log4a2 + log8a3 = 4 ➩ log2a + (2 / 2) log2a + (3 / 3) log2a = 4 ➩ 3 log2a = 4 ➩ log2a = 4 / 3 ➩ a = (4 / 3)2 ➩ a = 16 / 9