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What is the term to describe a rectangle?
Two opposite sets of parallel lines.
Which term does not describe every trapezoid?
Not all trapezium are Isosceles.
Which term should not be used to describe a square parallelogram rhombus rectangle trapezoid?
Trapezoid
Is a rectangle congruent?
Congruent is a term used to describe the relation between two shapes, not one
What a geometric term that describes a flagpole?
Rectangle
Can you use term isosceles to describe a rectangle?
no
Can you use the term isosceles to describe a rectangle?
no
Can you use the term isoclels to describe a rectangle?
No, apart from the fact that there is no such word. The word isosceles is derived from "equal legs" and, in the context of a triangle refers to the two sides or legs of an isosceles triangle in its conventional aspect. In the case of quadrilaterals, any of the following have equal legs: a kite, arrowhead, an isosceles trapezium, a rhombus, square, rectangle, and at a stretch a parallelogram. All in all, then the adjective would not be particularly helpful in narrowing down the possibilities.
What is the term to describe a rectangle?
Two opposite sets of parallel lines.
Which term does not describe every trapezoid?
Not all trapezium are Isosceles.
What is a leg in geometry?
A "leg" is the term used in geometry to describe the two sides that are equal in length in an isosceles triangle.
Which term should not be used to describe a square parallelogram rhombus rectangle trapezoid?
Trapezoid
Is a rectangle congruent?
Congruent is a term used to describe the relation between two shapes, not one
What term describe an observed pattern in nature any attempt to explain it?
Observation.
Is isosceles a 2 dimensional object?
"Isosceles" is a type of triangle. Triangles are two-dimensional.
Explain the term of production and operation management and describe its activities?
Production management has been the traditional term used to describe all the activities managers do to help their firms create goods.
Can you use the term isosceles trapezoids to describe a parallelograms?
No because they both have different geometrical properties although they both belong to class of 4 sided shapes known as quadrilaterals
