SOLUTION: to find the log of a number to any base we can use formula as shown here log a= log a/log b using this formula log 2 1000 round your answer to the hundreth place.

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: to find the log of a number to any base we can use formula as shown here log a= log a/log b using this formula log 2 1000 round your answer to the hundreth place.      Log On


   

Question 58064: to find the log of a number to any base we can use formula as shown here
log a= log a/log b
using this formula log 2 1000 round your answer to the hundreth place.
Answer by funmath(2933) About Me  (Show Source):
You can put this solution on YOUR website!
to find the log of a number to any base we can use formula as shown here
log a= log a/log b
using this formula log 2 1000 round your answer to the hundreth place.
If I'm understanding you correctly you mean "log base 2 of 1000"
Put this into your calculator using the change of base formula. Usually the base is written about half the size of the other number, so the change of base would be:
log_a(b)=log(b)/lob(a)=ln(b)/ln(a) Either apply, log BIG number/log little number (BIG and little refer to size, not amount.)
log_2(1000)=log%281000%29%2Flog%282%29=9.96578=9.97
Happy Calculating!!!!