Assuming you have
e^(-x)=1
1/e^x=1/1
Cross multiply it is basic maths
1×1=e^x×1
e^x=1
Got the ideal??
How does 1=5.85e^(-x/(5*10^-5)) become e^(x/(5*10^-5))=5.85? This confusion I don't how this could be possible.
5 answers
No, can you show step by step using the giving number instead?
5.85=e^(-x/5×10^-5)
5.85e^[(-x)(1/(5×10^-5)]=1
When you have something like 2^(-1)=1/2
Using that idea above
5.85/e^(x)(1/(5×10^-5)]=1/1
Cross multiply
5.85=e^(x)(1/(5×10^-5)]
Do you understand?
5.85e^[(-x)(1/(5×10^-5)]=1
When you have something like 2^(-1)=1/2
Using that idea above
5.85/e^(x)(1/(5×10^-5)]=1/1
Cross multiply
5.85=e^(x)(1/(5×10^-5)]
Do you understand?
Thank you,
I understand. I haven't use this type of math for many years so I forgot but you refresh my memory.
I understand. I haven't use this type of math for many years so I forgot but you refresh my memory.
You're welcome