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al says "if <a <b <c <d is a parallelogram, then ABCD is a rhombus" sketch a quadrillateral ABCD that shows that als statement is not always true. the sketch must show the length of each side & the measure of each angle of the quad. you draw. explain.
Hello, blame_canada100!
Quote:
Al says: "If <a <b <c <d is a parallelogram, then ABCD is a rhombus".
Sketch a quadrillateral ABCD that shows that Al's statement is not always true.
The sketch must show the length of each side & the measure of each angle
of the quadrilateral you draw. Explain.
A rhombus has four equal sides.
We have parallelogram $\displaystyle ABCD$but it does not have four equal sides.Code:A 8 B
* - - - - - - - *
/ 120° 60°/
3 / / 3
/60* 120*/
* - - - - - - - *
D 8 C
It is not a rhombus. .Al is wrong . . .
