1. Which is the most precise name of this figure?
options are parallelogram, rhombus,rectangle, or square
either rhombus or parallegram. Can't remember the esact definitons of each though.
its a parallelogram. rhombus has all sides equal in length.
see all rhombus,square,rectangle is a prallelogram
yes but this one can only be destinguished as a parallelogram since it doesn't meet any of the criteria for rhombus, square or rectangle.
its definitely a rhombus as all the sides are equal ans since the angles of the parallelogram aren't neceassarily a right angle
Look at the figure again. All of the sides are not equal.
triangles STU and STV are congruent and further diagonal SU is the angular bisector
in geometry merely gazing at the figure (generrly not drawn to scale) doesn't lead to correct solution reaoning is important
How can you tell that ST and UV are congruent to SV and TU?
Yes I understand this, and you can't deduce that ST and UV are congruent to SV and TU.
It's a rhombus.
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