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How is it possible for Acute Equilateral and Isosceles classifications be in the same triangle?
An isoceles triangle has at least two sides equal; an equilateral has three sides equal so it is also isoceles; and since all angles are acute it is also an acute traingle
Do quadrilaterals have at least one acute angle?
Not necessarily. Rectangles are quadrilaterals and have no acute angles.
Do all quadrilaterals at least one right angle?
No
Do all quadrilaterals have a least 1 right angle?
No.
Do all quadrilaterals have at least 1 right angles?
No.
How is it possible for Acute Equilateral and Isosceles classifications be in the same triangle?
An isoceles triangle has at least two sides equal; an equilateral has three sides equal so it is also isoceles; and since all angles are acute it is also an acute traingle
Do quadrilaterals have at least one acute angle?
Not necessarily. Rectangles are quadrilaterals and have no acute angles.
Do all quadrilaterals have at least one right angle?
No. There are quadrilaterals that have no right angles.no,what about a trapizoid or rhombus
Does quadrilaterals have least 1 line of symmetry?
No.
Do all quadrilaterals have at least one line of symmetry?
Not all 4 sided quadrilaterals have lines of symmetry.
A sentence with the word isosceles in it?
An isosceles triangle is one with at least two equal sides.
What is a triangle or trapezoid with at least two congruent sides?
It is an isosceles triangle and an isosceles trapezoid
Do all quadrilaterals at least one right angle?
No
Do all quadrilaterals have a least 1 right angle?
No.
Do all quadrilaterals have at least 1 right angles?
No.
Do all quadrilaterals have at least one pair of curved sides?
No, because all quadrilaterals have 4 straight sides.
How is a trapezoid different from other quadrilaterals?
A trapezoid is distinct from other quadrilaterals because it has at least one pair of parallel sides, known as the bases. This feature sets it apart from other quadrilaterals like rectangles and squares, which have two pairs of parallel sides, and parallelograms, which also have both pairs parallel. Additionally, trapezoids can be classified into isosceles and right trapezoids, based on the lengths of their sides and angles, further differentiating them within the quadrilateral family.
