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The lines intersect at points A, B, C and D to form a quadrilateral. Is ABCD a parallelogram?
Explain your answer.
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Yes it is a parallelogram. The lines opposite of each other are parallel, making 2 pairs of parallel sides.

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Yes it is a parallelogram. The lines opposite of each other are parallel, making 2 pairs of parallel sides.

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No it is not a parallelogram as the gradient of the lines are different

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Yes, it is a parallelogram as opposite sides are parallel to each other

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Yes it is a parallelogram as the lines are opposite each other.

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the gradients of the lines differ thus, they are not parallel and ABCD cannot be a parallelogram

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It is a parallelogram since parallelograms are figures where the sides opposite each other are parallel to each other and since AD is parallel to BC and AB is parallel to CD it is a parallelogram

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yes it is a parallelogram as BC is parallel to AD and AB is parallel to DC

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ABCD is not a parallelogram as the gradients are not the same.

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trust
yes it is a parallelogram as the gradient for both pairs of opposite lines are the same thus, i conclude that both pairs are parellel to one another, forming a parallelogram.

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Yes as the sides are parallel to each other

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It is a parallelogram as the pairs of lines are parallel to each other

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Yes. Opposite lines are parallel, therefore it is a parallelogram

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yes it is a parallelogram. all the lines opposite each other have the same gradient, making them parellel. Thus it is a parallelogram.

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Yes it is a parallelogram since the opposite sides are parallel to each other

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it is parallelogram as the sides are parallel to each other

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It is a parallelogram due to the opposite sides being parallel to each other as the have the same gradient.

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its a parallelogram as opposite sides are parallel, which can be proven by their equal gradient

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It is a parallelogram as lines BC an AD are parallel and lines CD and AB are parallel, this means that all lines opposite one another is parallel and it is a parallelogram

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Yes it is a parallelogram since the opposite sides are parallel to each other. They also have the same gradient.

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yes as AB is parallel to CD and AD is parallel to BC.

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Yes it is a parallelogram as AB is parallel to CD and BC is parallel to AD. Parallelogram have 2 pairs of vertical sides.

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Yes it is a parallelogram. according to the laws of parallogram it has 2 sets of parallel sides. As the side AB is parallel to CD and BC is parallel to AD. thus its a parallelogram.

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It is a parallelogram as a parallelogram is quadrilateral with 2 pairs of parallel sides. Since AB is Parallel to CD and BC is parallel to AD there is 2 pairs of parallel sides forming a parallelogram.

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it is a parallelogram. the opposite sides are parallel to each other, because they have the same gradient, so it is a parallelogram

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Yes, it is a parellelogram because it is made out of 2 pairs of parallel lines.

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Yes, it is a parallelogram because the line AB is parallel to the line CD and the line AD is parallel to the line BC.

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its a parallelogram as the opposite sides have the same m

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yes,it is a parallelogram as CB is parallel to AD as their gradient is the same and AB and CD is parallel as their gradient is also the same.Hence,ABCD is a parallelogram.

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yes it is a parallelogram. it has parallel sides

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yes it is a parallelogram as BC is parallel to AD and AB is parallel to DC

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Gradient for lines AB and DC, and lines AD and BC, are equal. Since the two pairs of lines have the same gradient, they are opposite each other.

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The gradients ofL3 and L4 are the same, additionally, gradient of L1 and L2 is the same, as such there are two sets of parallel lines, meaning it is a parallelogram