Plans for a new medical complex call for buildings directly across the street from each other to be congruent. This computer printout shows Building A.
If the vertices of Building B are located at (411, 4yı), (4.12, 4y2), (4.13, 4y3), and
(414,4ya), will Building B be congruent to Building A?
Street
Building A
CLEAR
CHECK
Yes, because Building B is a reflection of Building A.
Yes, because the same transformation was applied to all
the vertices
No, because the translation will not be on the other side of
the street
No, because the transformation applied was a dilation
Tv

Bwould be my guess |-/ 

May consider a group  g=({0,1},+)g=({0,1},+)where  ++  will work as the xor operator like we work in boolean algebra. note here, that ‘00’ and ‘11’ are not the usual 0 and 1 that we work with everyday. the elements are  called  ‘00’ and ‘11’ and  may not mean  zero (nothing) and one (single). ‘00’ is the identity for the given binary operator +, meaning that any element operated with ‘00’ gets us that element itself.  for a set  ss  in  g′g′  having more elements than just  {0,1}{0,1}  the values for  a+b∈sa+b∈s, such that  a∈s,b∈sa∈s,b∈s, have to be first defined, only then can you determine the value of  1+11+1. the answer could possibly have been  22  if oanswer is25,000

Answer( solar wind );