If today is a Tuesday, then what day of the week will it be in 100 days?
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As today is a Tuesday, then after 7 days, it will still be a Tuesday as there are always 7 days in a week.
Therefore it is correct to say that after 7 n days, the day will not have changed. As the greatest multiple of 7 less than 100 = 98, i.e. n = 1 4 , Then the day must be just two days later as 1 0 0 − 9 8 = 2 : M o n d a y , T u e s d a y , W e d n e s d a y , T h u r s d a y , F r i d a y , S a t u r d a y , S u n d a y Therefore thursday is the answer.
T h u r s d a y
Correct! Bonus question: If today is a Tuesday, for whole number n , is it possible that it is still a Tuesday after 1 0 n days?
yes . 10*10 .....n times is an integer.
Challenge Master: No it is not possible after 1 0 n days as to still be a Tuesday the number of days past must be equal to a multiple of 7, whereas 1 0 n is the same as ( 5 × 2 ) n . This shows that every integer value of n will produce a value that is not a multiple of 7, as that number will comprise of solely 5s and 2s as its prime factors.
since a week has 7 days figure out the closest multiple of 7 to 100.we get it as 14 weeks i.e;98 days.that means the 98th day is a tuesday then 100th day will be two days after it i.e; thursday.
Correct! Bonus question: What would the answer be if I replace the number 100 by 10,000?
the closest multiple of 7 to 10,000 is 1428 i.e.,9996 ..so, 9996 subtracted from 10,000 would be 4.four days after tuesday is saturday
it would be a saturday
first divide 100 by 7 and it leave remender 2 so, tuesday + 2 days = thursday :)
Simply divide 100/7 and you get 14.29 (rounded). So figure the 14 equals to it being on a Tuesday, the .2 is the extra amount of time, which means the day has to be Thursday.
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divide 100 by 7... we get quotient as 14 and remainder as 2... so from tuesday the second day is thursday