(log^-5)^3 = ________ I have tried but not able to find out the answer please.
S sizzlingkavya New member Joined Dec 3, 2009 Messages 16 Dec 12, 2009 #1 (log^-5)^3 = ________ I have tried but not able to find out the answer please.
C chrisr Full Member Joined Nov 29, 2009 Messages 355 Dec 12, 2009 #2 Can you type that again? log[sub:1pd98wkg]a[/sub:1pd98wkg]b = c means a[sup:1pd98wkg]c[/sup:1pd98wkg] = b. Can "b" be negative? only if "a" is. When you've sorted the base "a", you can calculate the log and cube the result.
Can you type that again? log[sub:1pd98wkg]a[/sub:1pd98wkg]b = c means a[sup:1pd98wkg]c[/sup:1pd98wkg] = b. Can "b" be negative? only if "a" is. When you've sorted the base "a", you can calculate the log and cube the result.
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,339 Dec 12, 2009 #3 sizzlingkavya said: (log^-5)^3 = ________ I have tried but not able to find out the answer please. Click to expand... It's also important to know that "log" doesn't mean much. It is a function and requires an argument. Maybe you mean \(\displaystyle \left[l \cdot o \cdot g^{-5}\right]^3\). That would be a nice exercise in exponents.
sizzlingkavya said: (log^-5)^3 = ________ I have tried but not able to find out the answer please. Click to expand... It's also important to know that "log" doesn't mean much. It is a function and requires an argument. Maybe you mean \(\displaystyle \left[l \cdot o \cdot g^{-5}\right]^3\). That would be a nice exercise in exponents.