A parallelogram has one side that is 2 times longer than the other. The length of the smaller side is X.
Express the circumference of the parallelogram in terms of X.
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A parallelogram has one side that is 2 times longer than the other. The length of the smaller side is X.
Express the circumference of the parallelogram in terms of X.
As is true of a parallelogram each pair of opposite sides are equal to one another
Given that
Let's call AC by the name X and therefore:
Now we know that:
The perimeter is equal to the sum of all the sides together:
4X+4
Given the parallelogram:
Calculate the perimeter of the parallelogram.
In parallelograms, opposite sides are always equal! So if one side is X and another is 2X, then the opposite sides are also X and 2X respectively.
Opposite sides are the ones that don't touch each other. In the diagram, sides AB and CD are opposite, and sides AC and BD are opposite.
The method stays the same! If the smaller side is X and the longer side is 3X, then perimeter =
Yes! For polygons like parallelograms, perimeter and circumference mean the same thing - the total distance around the outside of the shape.
There seems to be an error in the explanation. Let me recalculate: if shorter side = X and longer side = 2X, then perimeter = . But this doesn't match the given options, so double-check the problem setup.
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