°Ù¼ÒÀÖ²Ê
|
ÎÞÒíÄñÒ»¿âа¶ñÂþ»
|
Ц¾ÆÂ¥Ð°¶ñÂþ»
|
¿ªÐÄÆåÅÆ
|
ÓéÀÖÆåÅÆ
|
а¶ñÂþ»Ö®²»Öª»ðÎè
|
ÆåÅÆÊÒ¹ÜÀíÖÆ¶È
|
°Ù¼ÒÀÖÍøÖ·
|
а¶ñÂþ»È«¼¯ÏÂÔØ
|
а¶ñÂþ»Ö®µç³µ³Õºº
|
а¶ñÂþ»ÖÐÎÄÍø
|
ÈÕ±¾Ð°¶ñÂþ»¶¯Ì¬Í¼
|
а¶ñÂþ»²»Öª»ðÎè
|
³¬Ð°¶ñÂþ»É«ÏµÍ¼Æ¬
|
²»Öª»ðÎèа¶ñÂþ»
|
а¶ñÂþ»²»Öª»ðÎèÂÖ
|
´ºÀöhа¶ñÂþ»¼¯
|
а¶ñÂþ»É«Ïµ
|
ÔÚÏß°Ù¼ÒÀÖ
|
½ðÅ£ÆåÅÆ
|
ÎÞÒíÄñа¶ñÂþ»ÍøÕ¾
|
ÎÞÒíÄñа¶ñÂþ»¼¯
|
ÉÏÓÎÆåÅÆ´óÌüÏÂÔØ
|
ÉÙŮа¶ñÂþ»È«¼¯½û
|
¶þ´ÎԪа¶ñÂþ»9699
|
ÉÙŮа¶ñÂþ»´óÈ«
|
ÓŲ¥Í¼¿âа¶ñÂþ»
|
È«Ñ¶Íø
|
È«Ñ¶ÍøÐÂ2
|
0008È«Ñ¶Íø
|
È«Ñ¶ÍøÎåºþËĺ£
|
ÎåºþËĺ£È«Ñ¶Íø
|
ÐÂÈ«Ñ¶Íø
Mathematics - Upper Secondary - yTeach Publisher - Student activity - Learning object - Self-study resource - Reducing to vertex form
Minu asjad
Start & Search
yTeach help
About Us
Login
Homepage
»
Resources
»
Reducing to vertex form
Reducing to vertex form
1
2
3
4
5
( Users Rating: 0.00, Votes: 0, Your vote: 0.00 )
Subject
Mathematics
Grade
Upper Secondary
Publisher
yTeach Publisher
Resource types
Student activity
Teaching type
Learning object
Usage
Self-study resource
You need to buy a licence to access this resource.
Partner resource
Reducing to vertex form – example
[Animation]
Reducing to vertex form
[Whiteboard exercise]
Is also part of...
Quadratic equations
[Class activity]
Relevant to...
cid_basic
Upper Secondary
Mathematics
II. Quadratic functions
4. Quadratic equations
Copyright
YDP SA
Keywords
root
,
form
,
equation
,
reducing
,
vertex
,
quadratic equation
,
factor form
,
factor form of quadratic function
,
vertex form
,
vertex form of quadratic function
,
root of equation
,
root of quadratic equation
,
reducing to vertex form
Do you want to...?
Start
Bookmark
In order to unlock resources, you must be logged on yTeach and assigned to school.
Click
HERE
to Log in.
You cannot unlock this resource resources because you do not have enough Credits.
Click
HERE
to buy more credits.
This resource is not currently available for purchase - please check back later.
About Us
Copyright © 2009 Young Digital Planet
Powered by
UNIVERSAL
Curriculum
&
yTeachSys
È«Ñ¶Íø
|
È«Ñ¶ÍøÐÂ2
|
0008È«Ñ¶Íø
|
È«Ñ¶ÍøÎåºþËĺ£
|
ÎåºþËĺ£È«Ñ¶Íø
|
ÐÂÈ«Ñ¶Íø