You have to find the largest
area that the yellow triangle can have.The dimensions marked 12 cm and 8 cm are
fixed and the vertices M, N and O must remain on the sides
of the rectangle shown (so that the triangle remains inside this rectangle.
Change the positions of the vertices of the triangle. Sometimes the area may
not change as you move a point. What is the largest area you can
find?
Can you explain any of this? |
The largest area is
|
What is the largest area possible for the yellow
triangle?