If logx≈0.698 , what is log(x⋅x⋅x) ?(1 point)
Responses
0.34
0 point 3 4
−0.34
negative 0.34
2.094
2 point 0 9 4
−2.094
To solve this problem, we can use properties of logarithms.
First, recall the property that log(x^a) = a*log(x).
Using this, we can rewrite log(x⋅x⋅x) as 3*log(x).
Since log(x) ≈ 0.698, we have 3*log(x) ≈ 3*0.698 = 2.094.
Therefore, the answer is 2.094.