What is the Unknown Value of N in a Table?

[cbarker1]

How to find the Value of N by using a table when:$\log\left({N}\right)=9.52412-10$

N	3	4
334	52414	52427
335	52543	52556

13​

1	1.3
2	2.6
3	3.9
4	5.2
5	6.5
6	7.8
7	9.1
8	10.4
9	11.7

$N={3.34---}\E{-1}$, what is the "---"?Cbarker1

 

[Opalg]

How to find the Value of N by using a table when:$\log\left({N}\right)=9.52412-10$

N	3	4
334	52414	52427
335	52543	52556

13​

1	1.3
2	2.6
3	3.9
4	5.2
5	6.5
6	7.8
7	9.1
8	10.4
9	11.7

$N={3.34---}\E{-1}$, what is the "---"?

Not sure what you mean by "using a table". That would depend on what sort of tables you have available.

If $\log(N) = -1 + 0.52412$ then $N = 10^{-1}\times 10^{0.52412}$. My calculator gives $10^{0.52412} \approx 3.3428739$. So $N\approx 3.3428739 \times 10^{-1}.$

 

[cbarker1]

I provided a section of the table that is in the book.