Strategies for Unlocking Knowledge Management in Microsoft 365 in the Copilot...
10.1 10.2
1.
2. y = ax2
a > 1, vertical
stretch
0 < a < 1, vertical
shrink
a < -1, vertical
stretch with a
reflection over the
x-axis
-1< a < 0, vertical
shrink with a
reflection over the
x-axis
y = (x - h)2 + k
VERTEX FORM
h > 0, moves the
graph h space to the
right
h < 0, moves the
graph h spaces to
the left
k > 0, moves the
graph k space up
k < 0, moves the
graph k space down
5. The y-coordinate
of the vertex is
the minimum
value of the
function if a > 0
The y-coordinate
of the vertex, is
the maximum
value of the
function if a < 0
6. Find the vertex
Find the axis of symmetry
Decide whether it opens up or down
Find one point on the parabola
Find another point using the axis of
symmetry and your point