Unit 4 Quadrilaterals Flashcards

1
Q

Are the diagonals in a parallelograms congruent?

A

No

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2
Q

Why are diagonals in parallelograms not equal?

A

The shape is slanted, one will be longer than the other

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3
Q

What makes the shape a quadrilateral?

A

If it has four sides, angles add to 360

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4
Q

What makes a quadrilateral a parallelogram?

A

OOOCD (opposite sides are parallel, opposite sides, are congruent, opposite angles, congruent, consecutive angles, add to 180, diagonals bisect

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5
Q

What makes a shape a rectangle?

A

If it is a parallelogram (OOOCD), if diagonals are congruent, and adjacent sides are perpendicular

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6
Q

What makes a shape a rhombus?

A

If it is a parallelogram (OOOCD), if all sides are congruent, diagonals are perpendicular, and diagonals bisect the corner angles

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7
Q

What makes a shape a square?

A

If it is a parallelogram (OOOCD), IF IT HAS THE PROPERTIES OF A RECTANGLE, and if it has the properties of a rhombus

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8
Q

What do slope proofs help us find?

A

Find perpendicular sides, find parallel sides, and diagonals are perpendicular

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9
Q

What do distance proofs help us find?

A

They help us find equal sides, and equal diagonals

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10
Q

What do midpoint proofs help us find?

A

If diagonals bisect

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11
Q

What are the properties of a trapezoid?

A

OL (odd leg), only one pair of parallel sides, and leg angles are supplementary

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12
Q

What makes a trapezoid isosceles?

A

If OL applies, and the legs are congruent, the base angles are equal, and diagonals are congruent. (LBD, THINK: each type of side has something going on) old legs lengthy bad day

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13
Q

What is the mid segment?

A

The mid segment is the average of two bases, it can be found in between them

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14
Q

State the midsegment formula

A

MS = (b1+b2)/2

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