Download presentation
Presentation is loading. Please wait.
1
Algebra: Completing the square 7
Silent Teacher Intelligent Practice Narration Your Turn Find the coordinates of the turning point of the graph π¦= 2π₯ 2 β4π₯+1 Find the coordinates of the turning point of the graph π¦= 2π₯ 2 β4π₯+1 Example For more videos visit mrbartonmaths.com/videos
2
Find the coordinates of the turning point of the graph π¦= π₯ 2 β2π₯+3
Worked Example Your Turn Find the coordinates of the turning point of the graph π¦= π₯ 2 β2π₯+3 Find the coordinates of the turning point of the graph π¦= π₯ 2 β2π₯+6 Find the coordinates of the turning point of the graph π¦= 2π₯ 2 β2π₯+3 Find the coordinates of the turning point of the graph π¦= π₯ 2 β2π₯+6 @mrbartonmaths
3
Find the coordinates of the turning point of the following graphs:
π¦= π₯ 2 +10π₯+4 π¦=2π₯ 2 +4π₯+4 π¦= π₯ 2 +10π₯+3 π¦=2π₯ 2 +4π₯+3 π¦= π₯ 2 +10π₯+2 π¦=2π₯ 2 +4π₯+2 π¦= π₯ 2 +10π₯+1 π¦=2π₯ 2 +4π₯+1 π¦= π₯ 2 β10π₯β1 π¦=2π₯ 2 β4π₯β1 π¦= π₯ 2 β10π₯β2 π¦=2π₯ 2 β4π₯β2 π¦=π₯ 2 β10π₯β3 π¦=2π₯ 2 β4π₯β3 π¦=π₯ 2 β10π₯β4 π¦=2π₯ 2 β4π₯β4 @mrbartonmaths
4
Find the coordinates of the turning point of the following graphs:
π¦= π₯ 2 +10π₯+4 (β5,β21) π¦=2π₯ 2 +4π₯+4 (β1,2) π¦= π₯ 2 +10π₯+3 (β5,β22) π¦=2π₯ 2 +4π₯+3 (β1,1) π¦= π₯ 2 +10π₯+2 (β5,β23) π¦=2π₯ 2 +4π₯+2 (β1,0) π¦= π₯ 2 +10π₯+1 (β5,β24) π¦=2π₯ 2 +4π₯+1 (β1,β1) π¦= π₯ 2 β10π₯β1 (5,β26) π¦=2π₯ 2 β4π₯β1 (1,β3) (5,β27) (1,β4) π¦= π₯ 2 β10π₯β2 π¦=2π₯ 2 β4π₯β2 (5,β28) π¦=π₯ 2 β10π₯β3 (1,β5) π¦=2π₯ 2 β4π₯β3 (5,β29) π¦=π₯ 2 β10π₯β4 (1,β6) π¦=2π₯ 2 β4π₯β4 @mrbartonmaths
Similar presentations
© 2024 SlidePlayer.com. Inc.
All rights reserved.