A line and plane can't be skew, can they? Because a plane extends in all directions, and I can't seem to visualize them in a way that they would be skew, because it seems like it is always parallel!
Planes don't extend in every direction like a box. If they did, then they wouldn't intersect in one line. Think of the two papers we had that intersect. Imagine a plane as a piece of paper that has edges that are infinite.
I found another pssoible answer ofr number 19. (Angles 7 and 1, lines d and e with transversal a.
ReplyDeleteAm I doing something wrong or does #15 on pg 144 not have any answer?
ReplyDeleteSame for #16?
I'm not sure what to save for <5 and <6 on #23! I would say alternate exterior but it doesn't seem right!
ReplyDeleteI won't be around until late tonight, you can answer each other or we can discuss in class. Be ready for the Unit 2 Test!!
ReplyDeleteWhat if we have questions for the Unit 2 Test??!??
ReplyDeleteI'm not sure if I understand what they're asking on #41 pg 145.
ReplyDeleteA line and plane can't be skew, can they? Because a plane extends in all directions, and I can't seem to visualize them in a way that they would be skew, because it seems like it is always parallel!
ReplyDeleteTo Anonymous up there at 6:54pm!
ReplyDeletePlanes don't extend in every direction like a box. If they did, then they wouldn't intersect in one line. Think of the two papers we had that intersect. Imagine a plane as a piece of paper that has edges that are infinite.
Oh wait nevermind I misunderstood what you said! Sorry.
ReplyDeleteIt's ok! I think we can go over it in class.
ReplyDelete(Not that I'll be listening because I take forever to do my tests.)
WAIT! Someone please answer this!
ReplyDeleteWhat would the reasoning be for going from statement A to B?
A. x+(2x+10)=139
B. 3x+10=139
Would it be distribution property or just SIMPLIFY?
can u post our test results online, i cant wait anymore.
ReplyDelete