A kite is basically 2 sets of triangles made from 2 different sized squares. So for each of the large and small triangles - the calculation is ......... (length x depth)x2
So for the whole kite ..... small triangle (length x depth)x2
plus
large triangle (length x depth)x2
is the area in units squared (e.g. cm2)
Dimerise refers to compounds formed from two identical molecules (cg monomer or polymer). That has absolutely nothing to do with the area of the kite. I suggest you review the question, check the spellings and resubmit it.
A kite does not have a radius.
Multiply the two 'diagonals' and divide by 2. See related link.
The answer is half the product of the length of its diagonals... 1/2(d1*d2) it can also be 1/2 times x times y
Area of a kite in square units = 0.5 times the product of its diagonals
The area of a kite is diaginal 1 x diaginal 2 then you divide by 2
A=1/2d1d2
You cannot. There is insufficient information.
find the area of the cross section then multiply by the other dimension (length, height, whatever you are calling it) Area of a parallelogram is base x height, area of a kite might need to be broken into triangles then added together.
the area of a v-kite is 1/2d1xd2
The area of a quadrilateral kite is 0.5 times the product of its diagonals.
Area of a kite in square units = 0.5 times the product of its diagonals
Dimerise refers to compounds formed from two identical molecules (cg monomer or polymer). That has absolutely nothing to do with the area of the kite. I suggest you review the question, check the spellings and resubmit it.
A kite does not have a radius.
Multiply the two 'diagonals' and divide by 2. See related link.
To get a kite in the air, find an open area with a steady breeze. Hold the kite up into the wind and let out the string slowly while walking backward. Once there is enough tension in the line, the kite should catch the wind and rise into the sky. Adjust the string as needed to maintain the kite's altitude.
Weight and area exposed to the wind are key factors in kite design. The greater the effective area facing the wind and the lighter the kite, the less wind you need to get the kite off the ground.