if johnny is the 10th tallest and 10th shortest how many people are in his class
Well there must to be more than two people considering you used the word tallest instead of taller or tall
ok
is that it?...
Imagine that the classroom is lined up, shortest to tallest If he's the 10th tallest, there are 9 people in front of him He's also the 10th shortest, so there are 9 people behind him 9 + 9 + 1 (Johny himself) = 19 people
I doubt it's that simple. Unless it is, and it's actually not a riddle
I think my solution is correct. Everybody in the classroom is either taller, shorter, or Johnny himself. Unless there are some unknown # of people who are exactly the same height as Johnny, in which case the problem becomes unsolvable.
ottimo lavoro lancelot lmao.
okay tahnks
but 19 isnt the asnwer
Honestly ban
Couple of possibilities: - if this is a riddle, then perhaps it also wants to count the teacher, which would be 20 instead of 19 - the question wants how many people besides Johnny - error in the answer key
That is plausible if it is a riddle unlike your former answer
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