sss

hl

asa

sas

Congruency

proving congruency

there a five ways to prove triangles are congruent
1.sas
2.sss
3.asa
4.saa
5.hl
no letes say you have 2 triangles that  have two congruent sides  but you dont know the side if its congruent or not well you do with the method sss side side side if you have two congruent sides the third one is congruent

drawing museum

Quaderatirals

what i learned for the pass few weeks was learning how to classify quaderatirals itno parellegram ,trapazoids and kites
the first clssify shape is going to be a parraellegram

the properties of a paraellegram are
1. two pairs of paraell sides
2. two pairs of congruent sides
3. diagonals bisect each other
4. oppisite angles are congruent
5. consecutive angles are supplementry

now below the parraellegram are more specific
they are the rombus and rectangle
first we are going to classify the rectangle

1. two pairs of paraell sides
2. two pairs of congruent sides
3. diagonals bisect each other
4. oppisite angles are congruent
5. consecutive angles are supplementry
6. all angles are right
7. diagonals are congruent


now here are the properties of a rhombus
1. diagonals bisect each other
2. all angles are congruent
3. all angles are equal
4. diagonals are not congruent

now below the rhombus and the rectangle is the square
1. two pairs of paraell sides
2. two pairs of congruent sides
3. diagonals bisect each other
4. oppisite angles are congruent
5. consecutive angles are supplementry
6. all angles are right
7. diagonals are congruent
8. all sides are congruent 
9. diagonals form a right angle

now the second classifacation is the kite
there is only one property
1. kites have know parraell sides

and the last classifacation is the trapazoid
it also has one new property
1. has 1 set of paraell sides
  

that is what im learning