Totaling the squares inside the rectangle gives you the product. This explains why is the same as —you’re just rotating the rectangle. 2. Fractions as Slices of a Whole
cover the exact same amount of space. This makes "equivalent fractions" instantly intuitive. 3. Algebra as a Balanced Scale Equations are simply a search for balance. Imagine a playground seesaw. If you have on one side and on the other, the scale is level. The Logic: To keep it level while finding , you must take Visual Math: See How Math Makes Sense
Draw a right triangle. Build a square off each of the three sides. Totaling the squares inside the rectangle gives you
Zooming in on a curve until it looks like a straight line to find its exact slope at a single point. Why Visualizing Works Fractions as Slices of a Whole cover the