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Information Report

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Warm-up
08/02/2016
In three or four sentences tell me what you know about the coordinate plane.
08/03/2016
Tell me the location of the order pair (0,4). Also tell me what you know about the order pair in three or
four sentences.
08/04/2016
In your own words tell me what a Transformation is. Then tell me what a Translation is/does. Minimum
of 3 sentences.
Last: Tell me the location of the order pair
(-7,0).
08/05/2016
How is the coordinat

Transcript

Warm-up
08/02/2016
In three or four sentences tell me what you know about the coordinate plane.
08/03/2016
Tell me the location of the order pair (0,4). Also tell me what you know about the order pair in three or four sentences.
08/04/2016
In your own words tell me what a Transformation is. Then tell me what a Translation is/does. inimum of ! sentences. ast# Tell me the location of the order pair ($%,0).
08/05/2016
&ow is the coordinate plane used in 'eometry with transformation Two sentence minimum.
08/08/2016
rite the word description of the notation# (*,y) (*+,y$-).
08/09/2016
hat is a rotation &ow is a rotation used with the coordinate 'rid
08/10/2016
hat does clockwise and counter clockwise mean &ow is the terminolo'y important to rotations and thecoordinate 'rid
08/11/2016
hat is the rule for a rotation of 0 de'rees clockwise Is it the same as a rotation counter clockwise of %0 de'rees If so e*plain why.
08/12/2016
Write a rule to describe each transformation.
Rotations Practice Link Below
https#//www.i*l.com/math/'eometry/rotations$find$the$coordinates
08/15/2016
If you rotate
a pre-image
0 de'rees
conter clock wise
from uadrate one what is the new uadrate &ow do you know The
pre-image
is a trian'le label A (,!), 1(4,!), 2 (!,3), what would the
!mage
coordinates now be
08/16/2016
hat is a reflection i5e me a real world e*ample. &ow can you use the coordinate plane with rotations
08/1 /2016
hat is the rule for reflectin' o5er the *$a*is hat is the rule for reflectin' o5er the y$a*is hat is the rule for y6* 7*plain in your own words.
08/18/2016
If you reflect pre$ima'e
#
(,),
B
(,),
$
(!,3) o5er the y$a*es what would be the coordinates of the ima'e
08/19/2016
hat is dilation hat is a scale factor &ow is the scale factor used in dilation
08/22/16
- standard re5iew no writin' assi'nment.
08/23/16
standard re5iew no writin' assi'nment.
08/24/16
If trian'le 78 is translated to new trian'le named &I9 by bein' mo5ed ri'ht and down 4, and order pair 8 was (,!) what is the notation and order pair of I
08/25/16
4 standard re5iew no writin' assi'nment.
08/26/16
Ad5ance ath class :nit one test/:;A Test prep set up. <ther math class :;A test prep in ab.
08/29/16
;tart/finish testin' :nit <ne post test
08/30/16
;tart/8inish :nit <ne post$test/:;A test prep -,,!,4.
08/31/16
=efine what a complementary an'le is, and what a supplementary an'le is. 8inally also describe what parallel lines are.
09/01/16
In your own words define what a trans5ersal is. &ow can you use the special rules with parallel lines and one an'le measure to find the remandin' an'les
09/02/16
hat is the difference between 2orrespondin' An'les and 2onsecuti5e An'les hat must be true for both an'les rules to e*ist Is there another name for 2onsecuti5e An'les
09/06/16
If an'le <ne is correspondin' to an'le 8i5e, an'le 8i5e euals *+-0, and an'le <ne euals 4*$0 how would you set this problem up to sol5e ;econdly what is the an'le measure of an'le <ne
09/0 /16
hat is the trian'le sum theorem &int, what do all trian'les add up to be &ow did you use the trian'le sum theorem with multiple trans5ersal and two parallel lines on yesterday>s worksheet to find the missin'an'le measures
09/08/16
If the remote interior an'les of a trian'le are !0, and 4*+, and the e*terior an'le euals ?+3*# how wouldyou set the problem up to sol5e for * hat is the 5alue of * hat is the remote interior an'le 5alue hat is the e*terior an'le 5alue
09/09/16
&ow can you determine if two trian'les are similar
09/13/16
&ow do you know that an euilateral trian'le is a trian'le 7*plain. 8urthermore, e*plain to me what the @emote Interior An'le Theorem is, and how would use it.
09/16/16
hat is the roduct @ule for roperties of 7*ponents hat is the Buotient @ule hat is anythin' to the power of Cero eual
09/19/2016
hat is the ne'ati5e e*ponent rule &int, if the base number si* is raised to the power of ne'ati5e four what would you do

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