• We need your support!

    We are currently struggling to cover the operational costs of Xtremepapers, as a result we might have to shut this website down. Please donate if we have helped you and help make a difference in other students' lives!
    Click here to Donate Now (View Announcement)

sat 1

Messages
32
Reaction score
22
Points
18
is there any tution centre which can prepare for redesigned sat 1 (which is to be given on 7 may)?
 
Messages
3,412
Reaction score
9,812
Points
523
Just visualize it in your mind. Since the 8 and 6 ones don't overlap, and they both occur in the 14 day period... they'll coincide. One will end, and the other will start.

Now see the 10 day one... It'll either be from 1 to 10... or 2 to 11.. or 3 to 12.. something like that... or max from 5 to 14.
Either of those possibilities.

But whatever happens, the 10 day SLOT will always pass through 10. Imagine it in your mind... it's a 10 day slot in a 14 day period! It'll pass through 10th day
Now see which of the other options it will pass through.

ONE with 8 day length. One with 6 day length.

We're looking for a day with ONLY ONE family.

There are no days with zero families, as 8 + 6 = 14 and they don't overlap.

So just find the day where the 10 day family won't be there at the hotel or whatever.

3rd day is the only possibility...

This is such a boring question tho. :p
 
Messages
455
Reaction score
7,676
Points
503
Just visualize it in your mind. Since the 8 and 6 ones don't overlap, and they both occur in the 14 day period... they'll coincide. One will end, and the other will start.

Now see the 10 day one... It'll either be from 1 to 10... or 2 to 11.. or 3 to 12.. something like that... or max from 5 to 14.
Either of those possibilities.

But whatever happens, the 10 day SLOT will always pass through 10. Imagine it in your mind... it's a 10 day slot in a 14 day period! It'll pass through 10th day
Now see which of the other options it will pass through.

ONE with 8 day length. One with 6 day length.

We're looking for a day with ONLY ONE family.

There are no days with zero families, as 8 + 6 = 14 and they don't overlap.

So just find the day where the 10 day family won't be there at the hotel or whatever.

3rd day is the only possibility...

This is such a boring question tho. :p
Time for me to die. :cry::cry::cry::cry:
Thanks Mister!
 
Top