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Here's a simple, two-page explanation and chart I created to help students understand Distance-Rate-Time problems. These are for your classic, "two trains leave Chicago,"type questions covering: -two vehicles traveling towards each other, when do the meet? -two vehicles traveling in the same direction, when does one overtake the other? Students use this, along with their notes, to deconstruct the problems. Have fun! Hey you! Yes You! Need a better way to introduce equations? Here's a whole

Like like terms? Then do distribute these to your students! Have fun with this practice riddle that focuses on expanding distributed terms and then combining like terms. There are 16 problems and lots of focus on distributing negatives. For the low, low price of whatever it says over on the right there, you get: -The 16 problems riddle-sheet -The same 16 problems in a regular sheet form. -The riddle sheet key -The regular sheet key with the problems worked-out. I wanted something that give

I built this Excel document to show what happens to lines and tables when you change variables and constants within an equations. There are three sheets: y = mx+b ax^2 + bx +c =0 c = p(1-r)^t For instance, on the linear equation sheet, you can change m & b separately to see changes in the table and the graph. You can trace all equations. Much fun can be had.