Okay, so...
Give answer in form:
a. Give an example from the diagram to show that the statement can be true.
b. Give a counterexample from the diagram to show that the statement can be false. In the diagram, each quadrilateral is a rectangle.
3. If two planes are perpendicular, a line parallel to one plane is perpendicular to the other.
4. Two Planes parallel to the same line are parallel to each other.
5. Two lines perpendicular to the same line are parallel.
6. Two lines that do not intersect are parallel.
7. Two planes perpendicular to the same plane are parallel to each other.
8. Two lines parallel to the same plane are paralel.
9. If two lines are parallel, then a line that is skew to the other.
***extra work (forgive me)for the diagram:
Jmap.org
Then click on Amsco Resources then Chapter 11, (CLICK ON BLUE LETERS), keep on pressing the blue botton/ scroll down to page 439. Thanks for your time for reading this, please just try at this, and favor will return to you.
Give answer in form:
a. Give an example from the diagram to show that the statement can be true.
b. Give a counterexample from the diagram to show that the statement can be false. In the diagram, each quadrilateral is a rectangle.
3. If two planes are perpendicular, a line parallel to one plane is perpendicular to the other.
4. Two Planes parallel to the same line are parallel to each other.
5. Two lines perpendicular to the same line are parallel.
6. Two lines that do not intersect are parallel.
7. Two planes perpendicular to the same plane are parallel to each other.
8. Two lines parallel to the same plane are paralel.
9. If two lines are parallel, then a line that is skew to the other.
***extra work (forgive me)for the diagram:
Jmap.org
Then click on Amsco Resources then Chapter 11, (CLICK ON BLUE LETERS), keep on pressing the blue botton/ scroll down to page 439. Thanks for your time for reading this, please just try at this, and favor will return to you.