Either diagonal of a parallelogram divides the parallelogram into two triangles of equal areas. Thus area of triangle abd = half that of the parallelogram abcd. The required ratio is 1 / 2.
- Like all triangles, the angles must total to 180 degrees. - Both have the same formula for their areas, although the height of an equilateral triangle must be calculated from the side length. - Both have at least 2 acute angles (all three are 60 degrees in an equilateral triangle) and no obtuse angles. - Both figures have three sides. - Both figures have three angles.
In order for a triangle to be congruent the two triangles have to be the same shape and size, thus they are congruent if they can be moved into an isometry or any other combination. But you're asking how a question which has two possibilities. Assuming that you have two triangles whose sides are equivalent which makes the areas equal to each other then you can state the side-side-side rule which is if the three sides of one triangle is equivalent to the other three sides of the other triangle then they are congruent. But if you have an angle present in the triangles you could argue the angle angle side rule, but if the angles are joint you would argue the angle side angle. But if one triangle has one degree and the other one has a different degree then they will not be congruent.
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It depends on the shape. A triangle and a parallelogram with these dimensions will have different areas.
the difference is you bxh for parallelogramand you (bxh)x2 fortrianglea triangle has 4 sides and a parallelogram has 3 obviously they have different areas silly goose. I would know i go to harvard math
When firms diversify into new business areas, it is called Diagonal Merger
A diagonal is when the hitter hits the ball in a diagonal direction. Hitters almost always do this because the corners are one of the toughest areas to cover.
They both are areas. Just Kidding. Both of them have to have a height and length.
Yes.
Not necessarily. In fact, if a rectangle and parallelogram have the same base and height, their areas are equal.
The formula for the area of a trapezoid is a combination of the formulas for the areas of a triangle and a rectangle. It can be seen as two congruent triangles placed together to form a parallelogram. So, the formula for the area of a parallelogram is a generalization of the formula for the area of a trapezoid.
It finds the third side of the right triangle when the two sides are available. That helps to figure out the circumference of the triangle, it also helps find the length of the diagonal of the square or a rectangle. It helps finding areas and circumpherences of polygons, it helps with construction of polygons, etc... Generally it is one of the most basic and fundamental theorems.
base*perpendicular height = area in square units
Comparing the areas: The larger triangle has an areas of 102 sq in the smaller 60 sq in.
Two major areas where Pascal's Triangle is in Algebra and Probability.