J, K, L, M, N and O are six teachers. Each one teaches a different subject out of Hindi, English, Math, Science, Social Science and Arts, not necessarily in the same order. Each of them teaches on only one day, from Monday to Saturday, not necessarily in the same order. J teaches Arts on Saturday. L teaches neither English nor Social Science, but he teaches on Thursday. Wednesday is reserved for Maths taught by K. O teaches Science a day before N. Social Science is taught a day before Arts. Which subject is taught on the day between Social Science and Math?
Hindi
This problem requires us to deduce the teaching schedule for six teachers, matching them with subjects and days based on the given clues. We can build a table to keep track of the information as we go.
Let's list the constraints and clues provided:
We start filling in the table with the direct information given.
| Day | Teacher | Subject |
|---|---|---|
| Monday | ||
| Tuesday | ||
| Wednesday | K | Math |
| Thursday | L | |
| Friday | ||
| Saturday | J | Arts |
Now, let's use the indirect clues to fill in more details.
Clue 5: Social Science is taught a day before Arts.
Since Arts is taught on Saturday (Clue 1), Social Science must be taught on the day before Saturday, which is Friday.
| Day | Teacher | Subject |
|---|---|---|
| Monday | ||
| Tuesday | ||
| Wednesday | K | Math |
| Thursday | L | |
| Friday | Social Science | |
| Saturday | J | Arts |
Clue 4: O teaches Science a day before N.
This means we are looking for two consecutive days where the first day has teacher O and subject Science, and the second day has teacher N. Looking at our current table, the only pair of consecutive empty slots for Teacher/Subject is Monday and Tuesday. Wednesday is K/Math, Thursday is L, Friday is Social Science, Saturday is J/Arts. So, O must teach Science on Monday, and N teaches on Tuesday.
| Day | Teacher | Subject |
|---|---|---|
| Monday | O | Science |
| Tuesday | N | |
| Wednesday | K | Math |
| Thursday | L | |
| Friday | Social Science | |
| Saturday | J | Arts |
Now let's use the remaining teachers and subjects to fill the rest.
Teachers placed: J, K, L, N, O. The remaining teacher is M. The only day without a teacher assigned yet is Friday. So, M teaches on Friday.
Subjects placed: Math, Science, Social Science, Arts. The remaining subjects are Hindi and English.
Days remaining for these subjects: Tuesday (N), Thursday (L).
Clue 2: L teaches neither English nor Social Science, but he teaches on Thursday.
L teaches on Thursday. We know the subject is not Social Science (which is on Friday anyway) and not English. The remaining subjects for L and N are Hindi and English. Since L cannot teach English, L must teach Hindi on Thursday.
| Day | Teacher | Subject |
|---|---|---|
| Monday | O | Science |
| Tuesday | N | |
| Wednesday | K | Math |
| Thursday | L | Hindi |
| Friday | M | Social Science |
| Saturday | J | Arts |
Finally, the only remaining subject is English, and the only remaining slot is for N on Tuesday. So, N teaches English on Tuesday.
| Day | Teacher | Subject |
|---|---|---|
| Monday | O | Science |
| Tuesday | N | English |
| Wednesday | K | Math |
| Thursday | L | Hindi |
| Friday | M | Social Science |
| Saturday | J | Arts |
The question asks which subject is taught on the day between Social Science and Math.
The day between Wednesday and Friday is Thursday.
Looking at the complete timetable, the subject taught on Thursday is Hindi.
| Clue | Deduction |
|---|---|
| J teaches Arts on Saturday | Saturday: J, Arts |
| Wednesday is Maths taught by K | Wednesday: K, Math |
| Social Science is taught a day before Arts | Friday: Social Science (since Arts is Saturday) |
| O teaches Science a day before N | Monday: O, Science; Tuesday: N (Only consecutive days available) |
| Remaining teacher M fills Friday | Friday: M, Social Science |
| L teaches Thursday, neither English nor Social Science | Thursday: L, Hindi (Remaining subjects for L/N were Hindi/English, L cannot be English) |
| Remaining N on Tuesday gets English | Tuesday: N, English |
Solving scheduling and arrangement puzzles like this involves careful reading and step-by-step deduction. Here are some tips:
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