rubig05 rubig05
  • 16-01-2021
  • Mathematics
contestada

Using the logarithm, solve the following equation for x.
6400 = (8) (2^4x)

Respuesta :

AFOKE88 AFOKE88
  • 21-01-2021

Answer:

x = 2.411

Step-by-step explanation:

6400 = (8) (2^(4x))

Divide both sides by 8 to get;

6400/8 = (2^(4x))

800 = (2^(4x))

Using logarithms, we can solve as;

Log 800 = 4xLog 2

4x = Log800/Log2

4x = 2.9031/0.3010

4x = 9.6449

x = 9.6449/4

x ≈ 2.411

Answer Link

Otras preguntas

Which word or words in the greeting should be capitalized? greetings to my family, Choose all answers that are correct. A. Greetings B. Family C. To D. My Which
Which of the following is not a factor that has contributed to agricultural success in the US? A. expansive infrastructure and mechanized equipment B. access to
each set of three nitrogen bases represent an amino acid is referred to as a(n)?
Which of the following is not a factor that has contributed to agricultural success in the US? A. expansive infrastructure and mechanized equipment B. access to
list several ways people protect themselves during rapid changes in ecosystem
Which form of energy is responsible for the primary energy output of the sun and other stars? (Points : 1) chemical energy nuclear energy mechanical energy elec
What is the LCD of 3/10 and -4/15??
9 times what equals 210
What is 25 30ths written in simplest form?
which equation forms a pair of linear equations with 9x+12y=48 such that the system has no soulution?