<p>I am probably doing this long handed, but I found a possible solution for the first one:</p>
<p>Ok, you know the pattern: 5 9 1 2 2 3 there are 6 numbers</p>
<p>They want to know the 620th...</p>
<p>that means the 3(in the pattern) will have to be the 6th number, 12th number, 18th number, and so on...</p>
<p>If you divide 620/6 u get 103.3(rep.), divide again with a higher number: 624/6 << looks divisible, and it is! </p>
<p>You should get 104(a whole number! that means the 3 in the pattern is the 624th number.) the 620th number will show up in the pattern repeated 104 times.</p>
<p>Now count backwards from 624 to 620! 623 is 2; 622 is the other 2; 621 is the 1; and lastly 620 is the 9!!! </p>
<h2>Hope that helped a bit :D</h2>
<p>For the Second Problem: (I will need to see the answers, I think I will explain it wrong)</p>
<p>If you work it out a bit the first number that should come in your head is: 111; now work from there:</p>
<p>111; 113; 115; 117; 119; (*5 numbers in 11<em>)
131; 133; 135; 137; 139. (5 numbers in 13</em>)</p>
<p>You shouldn't do much after this...the only odds between 1-10 are 1,3,5,7,and 9. (&6 numbers)</p>
<p>Multiply the 5(*) and 6(&) you should get 30, but you're not done!</p>
<p>There are still the: 311, 313, and so on...sooo: Once again you have to account for the hundreds place digits, which must be 1,3,5,7, and 9. </p>
<p>Mulitply by 6 again. 30*6=180.</p>
<p>That might be the answer... I have to see the answer choices :(</p>