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1. Find the largest \(n\) for which \(n!\) ends in one million zeros.

 

9. If \(27^5+110^5+133^5+n^6=144^5\) find \(n.\)

 

Note: Can someone explain each question so I can understand them and tell me what the \(d\) stands for in question 8?

 

Do not post multiple questions. Do some of your own homework!    Melody

 Feb 17, 2020
edited by Melody  Feb 17, 2020
 #1
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1 - 4,000,005! ends in 1000,000 zeros.

 

9 - n = 84. if n is to the 5th power. n^6 =40.139

 Feb 17, 2020
edited by Guest  Feb 17, 2020
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We are not here to do your homework for you.

 Feb 17, 2020

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