10!4/log5(5678)
Did you try and see if you could solve it? Why don't you start with the left hand side: try 10! on a calculator, multiply the result by 4 and that is your numerator. In the denominator, I assume that want to take the log of 5678 to base 5. If that's the case, then just take the log of 5678 to base 10 and divide by log 5 to base 10. The result will be your denominator. Finally, just divide the numerator by the denominator and you have your final answer. Good luck.
10!4/log5(5678)
Did you try and see if you could solve it? Why don't you start with the left hand side: try 10! on a calculator, multiply the result by 4 and that is your numerator. In the denominator, I assume that want to take the log of 5678 to base 5. If that's the case, then just take the log of 5678 to base 10 and divide by log 5 to base 10. The result will be your denominator. Finally, just divide the numerator by the denominator and you have your final answer. Good luck.
+118723 Thanks for answering guest, but this is not an equation. There is no Left hand side.
10!4/log5(5678)
=10!* 4/log5(5678)
Why have you got 5(5678) the meaning of this is not clear to me.
Oh, thanks guet, I just read what you put and yes yourinterpretation of that bit sound likely.
So, is the question
\(10!\times 4\div log_5\;5678\)
I think the web.0calc will handle this as is but most calcs cannot do log base 5
You have to change it using the chage of base rule.
You can find that on our formulary page. :)
