6-2 Properties of Parallelograms
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Last updated over 1 year ago
12 questions
8.33
Find the value of a. Rememeber in a parallelogram that opposite sides are congruent to each other.
Find the value of a.
Rememeber in a parallelogram that opposite sides are congruent to each other.
8.33
Find the value of b.
Find the value of b.
8.33
Find the value of x.
Find the value of x.
8.33
Find the value of y.
Find the value of y.
8.33
Find the value of x. Remember in a parallelogram that the diagonals bisect (cut exactly in half) each other.
Find the value of x.
Remember in a parallelogram that the diagonals bisect (cut exactly in half) each other.
8.33
Find the value of y. Remember in a parallelogram that the diagonals bisect (cut exactly in half) each other.
Find the value of y.
Remember in a parallelogram that the diagonals bisect (cut exactly in half) each other.
8.33
Find the value of a.
Find the value of a.
8.33
Find the value of b.
Find the value of b.
8.33
Find the value of x. Remember that in a parallelogram that consecutive (in order) angles are supplementary. In other words angles right after the other one add up to 180°
So for this one you will set it up like this
(x+8) + 3x = 180
Then solve for x.
Find the value of x.
Remember that in a parallelogram that consecutive (in order) angles are supplementary.
In other words angles right after the other one add up to 180°
So for this one you will set it up like this
(x+8) + 3x = 180
Then solve for x.
8.33
Now find the value of y.
From the value of x you got from the last problem plug that into angle D and then you know that those 2 angles add up to 180°.
Now find the value of y.
From the value of x you got from the last problem plug that into angle D and then you know that those 2 angles add up to 180°.
8.33
Find the value of x.
Find the value of x.
8.33
Find the value of y. Remember that in a parallelogram that opposite angles are congruent.
Find the value of y.
Remember that in a parallelogram that opposite angles are congruent.