SOLUTION: Calculate the value of log (10) 2,in function of: (m, n), knowing that log (30) 3 = m, and log (30) 5 = n.
Algebra
.Com
Question 651351
:
Calculate the value of log (10) 2,in function of: (m, n), knowing that log (30) 3 = m, and log (30) 5 = n.
Answer by
ewatrrr(24785)
(
Show Source
): You can
put this solution on YOUR website!
Hi,
Note:
that is:
will Let You finish it Up
RELATED QUESTIONS
What is the value of the given expression: log sq.rt.(m^3/n) a. 1/2 log m - log n
(answered by
Jk22
)
if log 2 = m and log = n find the value of log 24 in terms of m and...
(answered by
josgarithmetic
)
Given that log base 3 of 6 = m and log base 6 of 5 =n, express log base 3 of 10 in terms...
(answered by
richard1234
)
if log 3=m and log 2=n, find log (600) in terms of m and...
(answered by
Alan3354,lwsshak3,richard1234
)
Given that log6 base 3=m and log 5 base 6=n. Express log 10 base 3 in terms of m and n
(answered by
ikleyn,Edwin McCravy
)
Given that {{{log(2,(x))}}} = m and {{{log(2,(y))}}} = n, express in terms of m and n:
(answered by
AnlytcPhil
)
Express log((n^4)(m^−2)) in terms of log(n) and log(m)...
(answered by
stanbon
)
Express log((n^4)(m^−2)) in terms of log(n) and log(m) ....
(answered by
MathLover1
)
given that log2 =m and log 3 = n express log 20 in terms of m and...
(answered by
jsmallt9
)