8359632 8359632
  • 23-11-2018
  • Mathematics
contestada

The repeating decimal 0.99999… converges to
.

Respuesta :

nap14hockey
nap14hockey nap14hockey
  • 23-11-2018

The repeating decimal .99999 is equal to 1.


This can be proven by doing the following math

[tex]1 = 1\\1= (1/3)*3\\1= (.3333333)*3\\1=.9999999[/tex]

Answer Link
tonytlan06
tonytlan06 tonytlan06
  • 23-11-2018

If you are talking about rounding, then 0.999... is closest to 1.

Answer Link

Otras preguntas

What is the difference between preterite and imperfect and the past progressive and present progressive?
How do you tell if an equation is linear or not????
Water on each side of a divide flows in...
How do you think the world was created?
Water on each side of a divide flows in...
What is 36 percent as a decimal?
Rio grande river separates what Texas city from Mexico starts with E
Rio grande river separates what Texas city from Mexico starts with E
Rio grande river separates what Texas city from Mexico starts with E
Water on each side of a divide flows in...