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e^((666/67)*(7776*77)*(7*0+c))

Can the above be writen as e^0*e^0

math
 Aug 19, 2014

Best Answer 

 #2
avatar+118723 
+5

I am nort sure what you mean but if you leave our one set of brackets it works fine.

$$e^{(666/67)*(7776*77)*7*0+c}\\\\
=e^{(666/67)*(7776*77)*7*0}*e^{c}\\\\
=e^0*e^{c}\\\\
=e^{c}\\\\$$

 

NOTE:   $$e^0=1$$

Is that what you wanted?

 Aug 19, 2014
 #1
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I meant rewritten as e^0*e^c.

 

What about if it is on top of a division with e in it and if numerator is 1+ all of e^....+c as i wrote and denomenator is 1- some similar form. Ignore values. Just brackets and method.

 Aug 19, 2014
 #2
avatar+118723 
+5
Best Answer

I am nort sure what you mean but if you leave our one set of brackets it works fine.

$$e^{(666/67)*(7776*77)*7*0+c}\\\\
=e^{(666/67)*(7776*77)*7*0}*e^{c}\\\\
=e^0*e^{c}\\\\
=e^{c}\\\\$$

 

NOTE:   $$e^0=1$$

Is that what you wanted?

Melody Aug 19, 2014

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