In 30 days 1 have to take 99 tablets no breaking of tablet and 1 atleat a day and have to take in odd nos only

Question

how he can seperate a tablets per day and complete the cycle
solve this puzzle if u can

Answer 1

Michael_ is right. You can't add 30 odd numbers and get an even number. However, if you count the 30 days starting from when you take your first pills then you can do it. For example, take 3 pills a day for 29 days = 87, take 3 pills on the 30th day before midnight; and take the last 9 after midnight but before 30 full days have expired since you took your first pills. So you've taken 87+3+9 = 99 pills.(This way, if you OD on the last 9 pills you still got the job done.) Otherwise, the best you can do under your constraints is say take 3 a day for 29 days = 87 which means you'll have 12 pills left for the last day which you take in 4 groups of 3. So you always take an odd number pills at a time (and only one day an even number)

Answer 2

Take 3 tablets for 28 days then 15 the last day

Answer 3

Anne missed the 29th day.

If you are asking, can you add up 30 odd numbers to form an odd number? The answer is no.

However, it might be possible to take the same pill two days in a row to make it work. I'd rather not discuss how this would be done.

Answer 4

i suggest in this way.0n 1,7,14,21,28 days of the month having 6 tablets a day and on the remaining days having three tablets per day.

Answer 5

Well, unless the puzzle is to decipher what you're trying to say from your agrammatical, badly-spelled sentence, then no, I can't. You need to be more clear.