SOLUTION: Approximate the logarithm to four decimal places
A). log(subscript 5)1.6
B). log(subscript 3)4
How would I solve this??
Algebra.Com
Question 685231: Approximate the logarithm to four decimal places
A). log(subscript 5)1.6
B). log(subscript 3)4
How would I solve this??
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Approximate the logarithm to four decimal places
A). log(subscript 5)1.6 = log(1.6)/log(5) = 0.2920
-------------------------------------------------
B). log(subscript 3)4 = log(4)/log(3) = 1.2619
======================
Cheers,
Stan H.
RELATED QUESTIONS
If log (subscript 9) 5 =x and log (subscript 9) 4 = y, express the given logarithm in... (answered by scott8148)
Please help me solve this equation: Solve the logarithmic equation algebraically.... (answered by robertb)
Write the expression log subscript a(y+5)+2log subscript a(x+1) as one... (answered by Nate)
log(subscript 4)(2x+1)=log(subscript 4)(x-3)+log(subscript 4)(x+5)
(so subscript is... (answered by Earlsdon,RAY100)
1/log (subscript 2) 6 + 1/log (subscript 3)... (answered by user_dude2008)
log (subscript 5) 4 - log (subscript 5) 3 + log (subscript 5) pi + 3 log (subscript 5)... (answered by user_dude2008)
solve the log equation
log [subscript 7] -3x+ log [subscript 7] 4=2
I got... (answered by ikleyn)
solve the logarithmic equation:
log [subscript 2] 9-5n-1)=log [subscript 2] 20
I got... (answered by solver91311)
How do I figure out this problem?
Log subscript x,... (answered by jsmallt9)