Niko and Carlos space studying parallelograms and trapezoids. Lock agree the a parallelogram is a quadrilateral v two bag of parallel sides. Niko says,

A trapezoid has one pair the parallel sides and a parallelogram has actually two pairs of parallel sides. So a parallelogram is likewise a trapezoid.

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Carlos says,

No - a trapezoid have the right to have only one pair the parallel sides.

Niko says,

That’s no true. A trapezoid has at least one pair that parallel sides, yet it can likewise have another.

through a partner, talk about the difference between Niko’s meaning and Carlos’ an interpretation for a trapezoid. Some people use Niko’s definition for a trapezoid, and some civilization use Carlos’ definition. Which statements below go v Niko’s definition? which statements go through Carlos’ definition? all parallelograms room trapezoids. Some parallelograms room trapezoids. No parallelograms are trapezoids. Every trapezoids space parallelograms. Some trapezoids room parallelograms. No trapezoids are parallelograms. Which snapshot represents the relationship in between trapezoids and parallelograms for each definition?   Niko and also Carlos are studying parallelograms and also trapezoids. They agree the a parallelogram is a quadrilateral with two bag of parallel sides. Niko says,

A trapezoid has actually one pair of parallel sides and a parallelogram has actually two pairs of parallel sides. Therefore a parallel is also a trapezoid.

Carlos says,

No - a trapezoid deserve to have only one pair that parallel sides.

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Niko says,

That’s not true. A trapezoid has at the very least one pair of parallel sides, yet it can likewise have another.

with a partner, discuss the difference in between Niko’s definition and Carlos’ meaning for a trapezoid. Some human being use Niko’s definition for a trapezoid, and also some human being use Carlos’ definition. Which statements listed below go with Niko’s definition? i m sorry statements go with Carlos’ definition? all parallelograms space trapezoids. Part parallelograms space trapezoids. No parallelograms room trapezoids. All trapezoids space parallelograms. Some trapezoids room parallelograms. No trapezoids room parallelograms. Which snapshot represents the relationship in between trapezoids and parallelograms for each definition?    Typeset may 4, 2016 at 18:58:52. Licensed by Illustrative math under a creative Commons Attribution-NonCommercial-ShareAlike 4.0 global License.