bri3
bri3
30-01-2015
Mathematics
contestada
evaluate the expression. log_{4} 64^600
Respuesta :
konrad509
konrad509
30-01-2015
[tex] \log_{4} 64^{600}=\\ \log_{4} (4^3)^{600}=\\ \log_{4} 4^{3\cdot 600}=\\ \log_{4} 4^{1800}=\\ 1800[/tex]
Answer Link
Аноним
Аноним
30-01-2015
[tex]\log _{ 4 }{ \left( { 64 }^{ 600 } \right) } \\ \\ =600\cdot \log _{ 4 }{ 64 } \\ \\ =600\cdot 3\\ \\ =1,800[/tex]
Answer Link
VER TODAS LAS RESPUESTAS ( 48+ )
Otras preguntas
Find the angle between 0 and in radians that is coterminal with the angle 23 pi symbol/9
HELP ASAP PLEASE!!! really stuck
giving brainly if correct!!! give explanation
This is a beautiful _____________ vase a) French porcelain b) White porcelain French c) Porcelain white French Can anyone answer This.....
Buying products produced in another country is known as.
Spanish beginner work
Now you will write opening and closing statements for your debate. Each statement should be one to three minutes long. The opening statement will introduce the
WILL GIVE BRAINLIEST FOR THE RIGHT ANSWER.
this is correct???????
I need help with this question