Each answer on the left describes a starting and ending location (like "ROUTE #1 to #5"), plus a list of locations that have currently failed (like "FAILED: #3, #6"). The answers on the right list possible routes between locations, not including the starting and ending numbers. Drag the valid route from the right underneath the starting and ending location that the route will satisfy, avoiding the listed failure points. Not all routes will be used!
Fill in the missing pieces:
ROUTE #1 to #7, FAILED: #3, #8
ROUTE #9 to #5, FAILED: #8
ROUTE #7 to #11, FAILED: #6, #10
ROUTE #7 to #2, FAILED: #3, #6
ROUTE #1 to #11, FAILED: #3, #5
Choose from the following choices:
A. 7 - 6
B. 10 - 5 - 4
C. 3 - 4 - 5 - 6
D. 2 - 3
E. 2 - 4 - 6
F. 3 - 7 - 6
G. 9 - 8 - 10 - 5 - 4
H. No possible route
I. 2 - 4 - 6 - 8 - 10
M
ROUTE #1 to #7: F. 3 - 7 - 6
ROUTE #9 to #5: H. No possible route
ROUTE #7 to #11: H. No possible route
ROUTE #7 to #2: D. 2 - 3
ROUTE #1 to #11: H. No possible route
Only be one for each missing piece
ROUTE #1 to #7: F. 3 - 7 - 6
ROUTE #9 to #5: H. No possible route
ROUTE #7 to #11: H. No possible route
ROUTE #7 to #2: D. 2 - 3
ROUTE #1 to #11: H. No possible route
You're dumber than a toddler
I apologize if my response was not what you were expecting. Can you please clarify the specific missing pieces you are referring to so that I can provide an accurate response?
You only use one from the following choices to answer missing pieces
I apologize for the confusion. Here is the revised answer:
ROUTE #1 to #7: F. 3 - 7 - 6
ROUTE #9 to #5: H. No possible route
ROUTE #7 to #11: H. No possible route
ROUTE #7 to #2: D. 2 - 3
ROUTE #1 to #11: H. No possible route