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Is there a relationship among the angles within a quadrilateral?
Wiki User
∙ 14y ago
The interior angles of a quadrilateral must always add up to 360 degrees.
Wiki User
∙ 14y ago
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Among two congruent angles one has a measure of 100 the measure of the other angle is?
Exactly the same because they are both congruent
What is the relationship among proportional relationships lines rates of change and slope?
For each of the following relationships, graph the proportional relationship between the two quantities, write the equation representing the relationship, and describe how the unit rate, or slope is represented on the graph.
What is relationship among proportional relationships lines rates of change and slope?
The graph of a relationship in which two variables are in direct proportion is a straight line through the origin, whose slope = the rate of change = the constant of proportionality.
How do you find AC in the triangle ABC?
Use the information you're given and didn't mention in the question, along with all the formulas and equations you know that talk about the relationship among parts of triangles, to calculate the unknown numbers from the known numbers.
Is among an adverb?
No, it's a preposition.
Every rhombus is a square?
No, only when all of the angles are equal and 90 degrees. A rhombus is, among other things, a quadrilateral with equal sides (equilateral). A square is both equilateral and equiangular.
Is camaraderie an adjective?
No, it is not. It is a noun describing the close relationship among people within a group, as of soldiers, teammates, or coworkers.
The rules of a cyclic Quadrilateral?
In geometry, a cyclic quadrilateral is a quadrilateral whose vertices all lie on a single circle. The vertices are said to be concyclic. In a cyclic quadrilateral, opposite angles are supplementary (their sum is π radians or 180°). Equivalently, each exterior angle is equal to the opposite interior angle. The area of a cyclic quadrilateral is given by Brahmagupta's formula as long as the sides are given. This area is maximal among all quadrilaterals having the same side lengths. Ptolemy's theorem expresses the product of the lengths of the two diagonals of a cyclic quadrilateral as equal to the sum of the products of opposite sides. In any convex quadrilateral, the two diagonals together partition the quadrilateral into four triangles; in a cyclic quadrilateral, opposite pairs of these four triangles are similar to each other. Any square, rectangle, or isosceles trapezoid is cyclic. A kite is cyclic if and only if it has two right angles. ----Wikipedia
What are the relations among the polygons and squares?
A square is regular quadrilateral polygon
Relationship among Greek city-state?
relationship among greek city state
How do you calculate missing angles when only given one angle and two lengths?
You'd have to know some relationship, formula, equation etc. among the angles and the lengths. There would be many relationships to choose from if the items you mention are the parts of a triangle, but if they are, you've kept it a secret.
Relations among sides and angles of triangle?
geometry...
What does an equation that shows a relationship among certain quantities?
It shows a relationship among certain quantities.
In geometry what is a kite?
A kite is a quadrilateral, called a deltoid. Among its four sides, there is one line of symmetry. Two sets of adjacent sides across the line of symmetry are the same length. One set of opposite angles is congruent. The diagonals of kites form 90° angles.
Which quadrilateral has no equal side?
A general quadrilateral has no equal sides, but it also has no specific name. Among quadrilaterals with a name, a trapezium (unless it is isosceles) can have no equal sides.
What is the Role of informal communication within the organization?
Informal communication can be casual conversation among coworkers in a business. This can be effective for spreading news and creating a working relationship.
What are the properties of a rombous?
The rhombus is a quadrilateral - 4-sided polygon - in which all 4 sides have the same length. Among other things, this leads to the following additional properties:Opposite sides are parallelOpposite angles are congruentDiagonals cross one another at a right angleDiagonals bisect one another
