Given:
Original point (2, -2)
Scale factor (k) = 5
Center = origin = (0, 0)
To find:
The image of (2, -2)
Solution:
Let 
be the original point and 
be the image of the point.
Image of the point is obtained by multiplying original point by scale factor.
Substitute the given values:
The image of (2, -2) after dilation is (10, -10).
Simply going to factorise this:
v(v - 1) -2(1 - v):
Note 1 - v = -(v-1)
<span>v(v - 1) -2(1 - v)
</span>
<span>v(v - 1) -2(-(v - 1))
</span>
<span>v(v - 1) +2(v - 1)</span>
(v + 2)(v - 1)
1/2 ( or any equivalent fractions ) or 50% !
Answer is <span>A.
associative property
...................regrouped</span>
Answer:6*(21/3)=42
Step-by-step explanation:
