To determine
To Find:  Graph the given function on a common screen. How are these graphs related.
Answer
see the graph
Explanation
Given data:y=lnx;y=log10x;y=e10;y=10x
Used formula: For any positive number b(b≠1), we have logbx=lnxlnb
Calculation:log10x=lnxln10
x 
1 
2 
3 
4 
5 
6 
7 
ln x 
0 
0.693147 
1.098612 
1.386294 
1.609438 
1.791759 
1.94591 
ln 10 
2.302585 
2.302585 
2.302585 
2.302585 
2.302585 
2.302585 
2.302585 
log10x 
0 
0.30103 
0.477121 
0.60206 
0.69897 
0.778151 
0.845098 
ex 
2.718 
7.387524 
20.07929 
54.57551 
148.3362 
403.1779 
1095.838 
10x 
10 
100 
1000 
10000 
100000 
1000000 
10000000 








We have found that initially the two graphs y=lnx;y=log10x grow at very low rate with respect to the other graph y=ex;y=10x.
Final statement: see the graph