Answer:
Explanation:
The logarithm table for the expression 4.986×0.0067 can be calculated using logarithmic properties.
To find the logarithm of a product, we can use the property:
log(a × b) = log(a) + log(b)
First, let's find the logarithm of 4.986. Using a calculator or logarithm table, we find:
log(4.986) ≈ 0.697
Next, let's find the logarithm of 0.0067:
log(0.0067) ≈ -2.174
Now, we can use the property mentioned above to find the logarithm of the product:
log(4.986×0.0067) = log(4.986) + log(0.0067)
Substituting the values we found earlier:
log(4.986×0.0067) ≈ 0.697 + (-2.174) ≈ -1.477
Therefore, the logarithm of 4.986×0.0067 is approximately -1.477.