- Mon Aug 29, 2011 9:57 pm
#1680
I have a question regarding the "spaces ahead or spaces before" and "Spaces behind or spaces after" concepts.
The example says "D is inspected exactly two days before E is inspected". I'm assuming that since D is inspected before, the representation would look something like this: D_E, which is right.
However, for the example "F Marches exactly three groups behind G", I assumed that sine F is behind G, the representation would be F_ _ G, but instead the book shows G_ _ F. I thought F is three behind G, not G is three behind F. The book says that to get to G_ _ F, you "starting from G, count backward". However, the counting "backward"in the book is actually starting from G _ to G _ _, then G _ _ F, which to me is counting forward, not backward. Please clarify this concept. Much is appreciated.
The example says "D is inspected exactly two days before E is inspected". I'm assuming that since D is inspected before, the representation would look something like this: D_E, which is right.
However, for the example "F Marches exactly three groups behind G", I assumed that sine F is behind G, the representation would be F_ _ G, but instead the book shows G_ _ F. I thought F is three behind G, not G is three behind F. The book says that to get to G_ _ F, you "starting from G, count backward". However, the counting "backward"in the book is actually starting from G _ to G _ _, then G _ _ F, which to me is counting forward, not backward. Please clarify this concept. Much is appreciated.