Question

Log 3(27)+log5(125)-lg10+lg100

Answer 1

Высчитываем каждый логарифм и получаем:
3+3-1+2=7

Answer 2

3+3-1+2=7
Вот ответ!
Это мама мне сказала

Answer 3

To solve the expression, let's simplify each logarithm step by step:

1. Log base 3 of 27: log₃(27) = 3 (Since 3^3 = 27)

2. Log base 5 of 125: log₅(125) = 3 (Since 5^3 = 125)

3. lg(10): lg(10) is equal to log base 10 of 10, which is 1.

4. lg(100): lg(100) is equal to log base 10 of 100, which is 2. (Since 10^2 = 100)

Now, substitute the values back into the original expression:

Log 3(27) + log 5(125) - lg 10 + lg 100 = 3 + 3 - 1 + 2 = 7

So, the final result is 7.