A kite has an area of square units, and one diagonal is units longer than the other. In unites, what is the length of the shorter diagonal?

Find the area of a kite with diagonal lengths of and .

A kite has an area of square units, and one diagonal is units longer than the other. In unites, what is the length of the shorter diagonal?

Find the area of a kite with diagonal lengths of and .

Two congruent equilateral triangles with sides of length are connected so that they share a side. Each triangle has a height of . Express the area of the shape in terms of .

Two congruent equilateral triangles with sides of length are connected so that they share a side. Each triangle has a height of . Express the area of the shape in terms of .

If the length of the shorter diagonal is four, what is the length of the longer diagonal of this kite?

If the length of the shorter diagonal is four, what is the length of the longer diagonal of this kite?

If the area of a kite is square units, and one diagonal is units longer than the other, what is the length of the shorter diagonal?

If the area of a kite is square units, and one diagonal is units longer than the other, what is the length of the shorter diagonal?