MATH PEOPLE please help!
OK - I know nothing about math, but sometimes ignorance is helpful.
Then again, maybe not. But looking at your insert I see what looks like
log 7 to the fifth power + log 7 to the third power + log 7 to the fourth power.
So I went to google, entered "scientific calculator"....pressed 7, log, y to the x,
5, and = and repeated for each and came up with
0.431+0.6036+0.51 = 1.5446.
Am I even close? I have no idea what I did.
Hoping that even if I'm wrong, my telling you what I did (whatever it was) might trigger something in the way of insight or an idea.
If not, I've just embarassed myself beyond belief.
Then again, maybe not. But looking at your insert I see what looks like
log 7 to the fifth power + log 7 to the third power + log 7 to the fourth power.
So I went to google, entered "scientific calculator"....pressed 7, log, y to the x,
5, and = and repeated for each and came up with
0.431+0.6036+0.51 = 1.5446.
Am I even close? I have no idea what I did.
Hoping that even if I'm wrong, my telling you what I did (whatever it was) might trigger something in the way of insight or an idea.
If not, I've just embarassed myself beyond belief.
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i can help ya..here goes your crash course in math
first of all...whenever you have log(x * y) it can be transformed into
log(x)+log(y)....just like division log(x/y) can be transformed into
log(x)-log(y)...there logrithmic transformations.
now the reason your calculator doesnt work correctly is a calculator computes a log function at base 10. therefore to make it calculate a number in a different base you take the log of the number divided by the log of the base your looking for...therefore in your problem
log_7(5*3*4) = log(5)/log(7) + log(3)/log(7) + log(4)/log(7)
= 2.10
hope i helped you out
first of all...whenever you have log(x * y) it can be transformed intolog(x)+log(y)....just like division log(x/y) can be transformed into
log(x)-log(y)...there logrithmic transformations.
now the reason your calculator doesnt work correctly is a calculator computes a log function at base 10. therefore to make it calculate a number in a different base you take the log of the number divided by the log of the base your looking for...therefore in your problem
log_7(5*3*4) = log(5)/log(7) + log(3)/log(7) + log(4)/log(7)
= 2.10
hope i helped you out
Originally posted by ToeTruck
i can help ya..here goes your crash course in math
first of all...whenever you have log(x * y) it can be transformed into
log(x)+log(y)....just like division log(x/y) can be transformed into
log(x)-log(y)...there logrithmic transformations.
now the reason your calculator doesnt work correctly is a calculator computes a log function at base 10. therefore to make it calculate a number in a different base you take the log of the number divided by the log of the base your looking for...therefore in your problem
log_7(5*3*4) = log(5)/log(7) + log(3)/log(7) + log(4)/log(7)
= 2.10
hope i helped you out
i can help ya..here goes your crash course in math
first of all...whenever you have log(x * y) it can be transformed intolog(x)+log(y)....just like division log(x/y) can be transformed into
log(x)-log(y)...there logrithmic transformations.
now the reason your calculator doesnt work correctly is a calculator computes a log function at base 10. therefore to make it calculate a number in a different base you take the log of the number divided by the log of the base your looking for...therefore in your problem
log_7(5*3*4) = log(5)/log(7) + log(3)/log(7) + log(4)/log(7)
= 2.10
hope i helped you out


