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Are you smarter than a third grader?

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(@gordon-svedberg)
Posts: 626
Topic starter
 

My third grade son asked for help on his math homework today. The problem was" can you connect all nine of the following dots with just four line segments, do not lift the pencil from the paper or retrace any line segments. Note: the dots form more of a square in the homework problem but cannot seem to make it post that way, and it does not really matter anyway.:-)

@ @ @

@ @ @

@ @ @

 
Posted : October 4, 2011 12:50 pm
(@jon-payne)
Posts: 1595
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An old one but still fun

start at the bottom left corner draw a line straight up continuing one dot past the top one.

draw down and right diagonally through the top middle dot and the right middle dot and continue until you are a dot right of the puzzle and on the bottom line

go left until you get to your start point

go right and up diagonally through the middle and top right dots

Make sure he remembers the process as it will come up in the next several grades as well.

 
Posted : October 4, 2011 12:57 pm
(@gordon-svedberg)
Posts: 626
Topic starter
 

An old one but still fun

That is it. Had me stumped, but he worked it out.

 
Posted : October 4, 2011 1:37 pm
(@paden-cash)
Posts: 11088
 

OK guys, show me how to do this little ditty at the Cracker Barrel.

 
Posted : October 4, 2011 2:36 pm
(@gordon-svedberg)
Posts: 626
Topic starter
 

yellow makes the first move

 
Posted : October 4, 2011 2:50 pm
(@jon-payne)
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Before my cousin was in elementary school,

he could do that one with no problem. I was about 5-6 years older and could not figure it out.

I still can not do that one.

 
Posted : October 5, 2011 11:11 am
(@james-fleming)
Posts: 5687
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[flash width=480 height=360] http://www.youtube.com/v/oRFuuuypPho?version=3&hl=en_US [/flash]

 
Posted : October 5, 2011 11:15 am
(@rankin_file)
Posts: 4016
 

Solution- NEVER EVER GO TO CRACKER BARREL.... problem solved.:-)

 
Posted : October 5, 2011 11:40 am
(@holy-cow)
Posts: 25292
 

There is a very old English riddle that involves a forking river and numerous bridges with a set of conditions that also requires the solver to go "outside the box" to come up with a soluton. As I recall, the trick is to go around the headlands of the river to get to the other side without using a bridge.

 
Posted : October 5, 2011 3:01 pm