Rewrite in exponential form: Log(6) 1294 = 4

[Vi Nguyen]

Rewrite in exponential form:
Log(6) 1294 = 4
Log(w) v = t

Ln(1/4) = x
Evaluate

Log(4) 64 = ?

Log(16) 4 = ?

 

[skeeter]

Rewrite in exponential form:
Log(6) 1294 = 4

sure that isn't 1296 ?Log(w) v = t

if you meant w to be the base of the logarithm ... $w^t = v$

Ln(1/4) = x

$e^x = \dfrac{1}{4}$
Evaluate

Log(4) 64 = ?

note that $4^3 = 64$

Log(16) 4 = ?

note $16^{1/2} = 4$

logarithm to exponential relationship ...

$\log_b(a) = c \implies b^c = a$

 

[Vi Nguyen]

Thanks