I know we did this in class (of course I forget!!) but how do I find the x-coordinate of #45 on the Chapter Review (without using new variables?!?)?
Reflect the parallelogram over the y-axis and I think you will figure it out. lmk
I did.. but I don't see how it pertains to point P!
Now that I reflected it.. Point P is still just floating at a random x-coordinate with the y-coordinate of c!
Could it be... OH! P= (a-b, c)?
YUP!
Will we have a question like #46 on the test? (It's LONG..)
^#46 on the Chapter Review.
I don't understand #'s 29 and 30 on the unit review.
Will we be asked to solve a problem for a variable with a system of equations using a method other than simplifying or substitution?
I'm confused on #17 on the Chapter Test.. Is the question implying that the rectangle shown in the picture is centered on the origin?
No it's not... but you don't need that info to solve the problem!.... they're only asking you about ST... what does that have to do with the origin?
there will be one coordinate proof... not as involved as #46
Ok!
it would be helpful for you to know how a kite and rectangle are similar and different...
..... How are they? D:
AND...(nothing to do with any of the review questions)... it would be helpful for you to know how a kite and rectangle are similar and different...
I know we did this in class (of course I forget!!) but how do I find the x-coordinate of #45 on the Chapter Review (without using new variables?!?)?
ReplyDeleteReflect the parallelogram over the y-axis and I think you will figure it out. lmk
DeleteI did.. but I don't see how it pertains to point P!
DeleteNow that I reflected it.. Point P is still just floating at a random x-coordinate with the y-coordinate of c!
DeleteCould it be... OH! P= (a-b, c)?
DeleteYUP!
DeleteWill we have a question like #46 on the test? (It's LONG..)
ReplyDelete^#46 on the Chapter Review.
ReplyDeleteI don't understand #'s 29 and 30 on the unit review.
ReplyDeleteWill we be asked to solve a problem for a variable with a system of equations using a method other than simplifying or substitution?
ReplyDeleteI'm confused on #17 on the Chapter Test.. Is the question implying that the rectangle shown in the picture is centered on the origin?
ReplyDeleteNo it's not... but you don't need that info to solve the problem!.... they're only asking you about ST... what does that have to do with the origin?
Deletethere will be one coordinate proof... not as involved as #46
ReplyDeleteOk!
Deleteit would be helpful for you to know how a kite and rectangle are similar and different...
ReplyDelete..... How are they? D:
DeleteAND...(nothing to do with any of the review questions)
ReplyDelete... it would be helpful for you to know how a kite and rectangle are similar and different...