Question

Log0,6 0,36- log0,3 0,027

Answer 1

Это изи 1 логарифм равен 2 второй 3 
2 -3=-1

Answer 2

To solve the expression log0.6(0.36) - log0.3(0.027), we can use the properties of logarithms. The logarithm with a base of 0.6 can be rewritten as log(0.36) / log(0.6), and the logarithm with a base of 0.3 can be rewritten as log(0.027) / log(0.3). Applying these conversions, we get:

log0.6(0.36) - log0.3(0.027) = log(0.36) / log(0.6) - log(0.027) / log(0.3)

Using a calculator or software, we can evaluate the logarithmic values and substitute them into the expression:

log(0.36) ≈ -0.4449 log(0.6) ≈ -0.2218 log(0.027) ≈ -1.5686 log(0.3) ≈ -0.5229

Substituting these values into the expression, we have:

-0.4449 / -0.2218 - (-1.5686 / -0.5229) = 2.0041 - 2.9964 = -0.9923

Therefore, log0.6(0.36) - log0.3(0.027) is approximately equal to -0.9923.