Always, Sometimes, Never

Directions

Decide whether each of these statements is always, sometimes, or never true. If it is sometimes true, make a shape for which the statement is true and another shape for which the statement is not true. An example has been done for you.
EXAMPLE: A rhombus is _____________________ a square.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a rhombus is ___________________ a square.

SOMETIMES.
Q1: A triangle is _____________________ a parallelogram.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a triangle is _______________________ a parallelogram.

Check all that apply
Q2: A square is _____________________ a parallelogram.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a square is _______________________ a parallelogram.

Check all that apply
Q3: A square is _____________________ a rhombus.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a square is _______________________ a rhombus.

Check all that apply
Q4: A parallelogram is _____________________ a rectangle.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a parallelogram is _______________________ a rectangle.

Check all that apply
Q5: A trapezoid is _____________________ a quadrilateral.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a trapezoid is _______________________ a quadrilateral.

Check all that apply
Q6: A quadrilateral is _____________________ a rhombus.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a quadrilateral is _______________________ a rhombus.

Check all that apply
Q7: A kite is _____________________ a parallelogram.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a kite is _______________________ a parallelogram.

Check all that apply
Q8: A trapezoid is _____________________ a rectangle.           (ALWAYS, SOMETIMES, OR NEVER)

Therefore, a trapezoid is _______________________ a rectangle.

Check all that apply