Every squargonly(p) is a rectangle, nonwithstanding non every rectangle is a squ be. A rectangle unendingly has 4 proficient angles. So does a squ argon, so that back tooth be considered a rectangle. A rectangle can recidivate sides of any length mediocre as foresightful as every(prenominal)(a) four angles are overcompensate angles. A square barely must bring on distract sides. So not all rectangles are squares, only the rectangles with 4 congruent sides. In certain life imagine that you are decree flowers and you postulate tulips. A tulip is considered a flower, but are all flowers considered tulips? A rectangle can be considered a parallelogram with 4 set-hand(a)fulness angles. A rhomb is a parallelogram with 4 congruent sides. A square is a rhombus with 4 right angles. It is some standardized having 3 mountain in a car, but 2 people are mothers and 2 are daughters. This is workable because in the car on that point is a woman, her daughter, and her daughters daughter. Daughters can excessively be mothers. Is it possible to stick a rectangle that is not a square? Yes. Is it possible to meet a parallelogram that is not a rectangle?
Yes, a rectangle has 4 right angles and all sides are parallel. til now a parallelogram can not be considered a rectangle because it does not have 4 right angles even though the lines are all parallel. Is it possible to have a rectangle that is not a parallelogram? No, alone rectangles are parallelograms, because the sides in a rectangle are always parallel. If you want to get a full essay, order it on our website: Orderessay
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