sherabgyeltshen1761
sherabgyeltshen1761 sherabgyeltshen1761
  • 25-06-2021
  • Mathematics
contestada

Prove that
log a² - log b² = log (ab) log (a/b)​

Respuesta :

Pipsqeak1
Pipsqeak1 Pipsqeak1
  • 25-06-2021

Proof & Step-by-step explanation:

We know that log ab = log a + log b and log a/b = log a - log b, so we substitute that in and get (log ab)(log a/b) = (log a + log b)(log a - log b) = (log a)^2 - (log b)^2.

I hope this helps! If you have any questions, feel free to ask! :)

Answer Link
Аноним Аноним
  • 31-12-2021

Hope you could understand. Thank you.

If you have any doubt regarding this, feel free to ask.

Ver imagen Аноним
Answer Link

Otras preguntas

Amber rode her scooter 2-miles last week. This week she rode 3.25 times as far as she rode last week. How many miles did Amber ride her scooter this week?
-10 over 2 = Plz help
I need help on this. An answer and an explanation would be great!!
For what types of numbers is scientific notation especially useful? I. very large numbers II. very small numbers a ll only b Neither I nor || Cl and II d l only
What was the loyal nines impact on the Stamp Act?
HELP PLS THIS IS IMMEDIATE
What property is (6+2)+4=4+(6+2)
What physical property would be the most useful in the separation of very fine saw dust and salt? the density of the components the solubility properties of the
Find the midpoint of the line segment with the endpoints (-5, -7) and (1,9). Midpoint =(_,_)
What is the distance between the points H(-5,9) and J(1,6)? a.16.1 b.6.7 c.14.9 d.5.2