area of triangle

I have to determine "a" so that the area of triangle is the largest.

I have to determine "a" so that the area of triangle is the largest.

There are 3 different rules for finding the area of a triangle:

There are 3 different rules for finding the area of a triangle:

triangle area

triangle area

In the figure below, prove that the area S1 of the central triangle region

In the figure below, prove that the area S1 of the central triangle region

 triangles and you are triangle to find the area of one of the triangles.

triangles and you are triangle to find the area of one of the triangles.

 into two triangles, find the area of each triangle as above,

into two triangles, find the area of each triangle as above,

Determine if a point lies within area of a triangle

Determine if a point lies within area of a triangle

Triangle Area, Orthic Triangle, Semiperimeter, Circumradius.

Triangle Area, Orthic Triangle, Semiperimeter, Circumradius.

As you have just observed, the area of triangle ABC does not change when we

As you have just observed, the area of triangle ABC does not change when we

 title(['Area of triangles in square pixels: ' num2str(sum(triarea))])

title(['Area of triangles in square pixels: ' num2str(sum(triarea))])

 of triangles, quadrilaterals, and circles; and the calculation of area

of triangles, quadrilaterals, and circles; and the calculation of area

Calculating the Area of a Triangle

Calculating the Area of a Triangle

 you cannot change the area it occupies, as the area of the triangle

you cannot change the area it occupies, as the area of the triangle

"And the area of all four triangles?"

"And the area of all four triangles?"

Another property is that the area of any triangle equals one-half the height

Another property is that the area of any triangle equals one-half the height

The area of the pentagon is the combined area of the 5 triangles shown in

The area of the pentagon is the combined area of the 5 triangles shown in

 equal to the area of triangle, then the lune can be squired as follows.

equal to the area of triangle, then the lune can be squired as follows.

Area of triangle, circle, curvilinear

Area of triangle, circle, curvilinear

Drawing of a triangle. The total area for both of your wings is your answer

Drawing of a triangle. The total area for both of your wings is your answer

I can see three methods to find the area of the triangle.

I can see three methods to find the area of the triangle.