In which type of trapezoid do the diagonals bisect one another? A) any trapezoid B) isosceles trapezoid C) right trapezoid D) no trapezoid
isosceles trapezoid, since it's symmetrical.
hold on... with all due respect, i don't think that's the right answer: |dw:1338072575212:dw|
okay than is it no trapezoid
what's a right trapezoid?
Right Trapezoid is a trapezoid that contains an angle measure of 90 degrees |dw:1338072737019:dw|
oh ok then... i would choose none then.
OOPS! Mea culpa, diagonals will be congruent in an isosceles trapezium but do not bisect each other.
so its no trapezoid
Yes that makes "No trapezoid" the right answer.
can i get help on a other question
Sure, Please start a new thread.
i don't like this problem becuase some definitions of make a rectangle a trapezoid... in which case the diagnols do bisect each other.
Using trapezoid GHIJ, solve for x. 8 10 0 6
and i think a rectangle is a trapezoid with my definition.
A quadrilateral is called a trapezium if two of the opposite sides are parallel but the other two sides are not parallel.
Hence rectangle is not a trapezoid.
so is my answer zero
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