All Intermediate Geometry Resources
Example Questions
Example Question #21 : Kites
What is the length of side
A kite is a geometric shape that has two sets of equivalent adjacent sides. In this kite the two adjacent sides which are congruent are those at the top of the kite and then likewise, the two that are connected at the bottom of the kite.
Thus, must equal .
Example Question #23 : Kites
A kite has one set of equivalent sides each with a measurement of . Additionally, the kite has a perimeter of Find the length for one of the other two sides of the kite.
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula:
, where and are the lengths of opposite sides of the kite and solve for .
Example Question #24 : Kites
A kite has one set of equivalent sides each with a measurement of . Additionally, the kite has a perimeter of Find the length for one of the other two sides of the kite.
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula:
, where and are the lengths of opposite sides of the kite and solve for .
Example Question #25 : Kites
A kite has one set of equivalent sides each with a measurement of cm. Additionally, the kite has a perimeter of cm. Find the length for one of the other two sides of the kite.
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula:
, where and are the lengths of opposite sides of the kite and solve for .
Example Question #26 : Kites
A kite has one set of equivalent sides each with a measurement of foot. Additionally, the kite has a perimeter of feet. Find the length for one of the other two sides of the kite.
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula: , where and are the lengths of opposite sides of the kite and solve for .
Example Question #21 : Kites
Using the kite shown above, find the length of side .
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula: , where and are the lengths of opposite sides of the kite and solve for .
Example Question #331 : Plane Geometry
Using the kite shown above, find the length of side
A kite is a geometric shape that has two sets of equivalent adjacent sides.
In this particular case the top sides that are connected at the top are congruent and the two sides that are connected at the bottom are congruent.
Thus, side must equal inches.
Example Question #29 : Kites
A kite has one set of equivalent sides each with a measurement of . Additionally, the kite has a perimeter of Find the length for one of the other two sides of the kite.
A kite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula:
, where and are the lengths of opposite sides of the kite and solve for .
Example Question #332 : Plane Geometry
A kite has one set of equivalent sides each with a measurement of yards. Additionally, the kite has a perimeter of yards. Find the length for one of the other two sides of the kite.
A Kkite is a geometric shape that has two sets of equivalent adjacent sides.
Therefore plug in the given information into the formula:
, where and are the lengths of opposite sides of the kite and solve for .
Example Question #1 : Parallelograms
The length of a parallelogram is cm and the width is cm. One of its diagonals measures cm. Find the length of the other diagonal.
None of the other answers.
The formula for the relationship between diagonals and sides of a parallologram is
,
where represents one diagonal,
represents the other diagonal,
represents a side, and
represents the adjoining side.
So, in this problem, substitute the known values and solve for the missing diagonal.
So, the missing diagonal is cm.
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