logistic_guy
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- Apr 17, 2024
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Tell whether each of the following situations involving three planes is possible. If a situation is possible, make a sketch.
\(\displaystyle \bold{a.}\) None of the three planes intersect.
\(\displaystyle \bold{b.}\) The three planes intersect in one line.
\(\displaystyle \bold{c.}\) The three planes intersect in one point.
\(\displaystyle \bold{d.}\) Two planes do not intersect. The third plane intersects the other two.
\(\displaystyle \bold{e.}\) Exactly two planes intersect. The third plane does not intersect the other two.
\(\displaystyle \bold{a.}\) None of the three planes intersect.
\(\displaystyle \bold{b.}\) The three planes intersect in one line.
\(\displaystyle \bold{c.}\) The three planes intersect in one point.
\(\displaystyle \bold{d.}\) Two planes do not intersect. The third plane intersects the other two.
\(\displaystyle \bold{e.}\) Exactly two planes intersect. The third plane does not intersect the other two.