If Monday = 617, Tuesday = 729, Wednesday = 9312, Thursday = 8412, Friday = 6511, Saturday = 8614 then Sunday = ??

6713.
No of alfabets.No of day.Total first and second digits.

answer Jan 21, 2017 by Subhash Gupta

thank you

commented Jan 21, 2017 by Kewal Panesar

This question is all wrong from the beginning because Sunday is supposed to be the 1st day of the week. So number of day should be 1, not 7. Just a thought.

commented Feb 21, 2019 by anonymous

Sunday = 6713

Monday= 617, 6 for letters (M,o,n,d,a,y), 1 for first day of week ( 2 Tuesday etc), 7 = 6+1

Sunday= 6713, 6 for letters (S,u,n,d,a,y), 7 for seventh day of week , 13 = 6+7

answer Sep 5, 2017 by anonymous

your brain is made of what, can be this clever.

commented Feb 21, 2018 by Ryan Ramadhan

Can be 9716 because the second digit is one higher than the second digit of Saturday. Starting is with 9 to be symmetrical with the starting point difference in consecutive starting point.

answer Jan 20, 2017 by Kewal Panesar

The answer is 6713
First digit gives us the number of letters in the right side of the equation
Second digit gives the day sequence
Last digit gives the sum of the 1st and 2nd

answer Nov 12, 2018 by anonymous

Your answer

Preview

Email me at this address if my answer is selected or commented on:

Privacy: Your email address will only be used for sending these notifications.

Anti-spam verification:

To avoid this verification in future, please log in or register.

If Monday = 617, Tuesday = 729, Wednesday = 9312, Thursday = 8412, Friday = 6511, Saturday = 8614 then Sunday = ??

4 Answers (Check Answer ▼)

Your answer

Preview