Oh, dude, folding a paper into five equal sections? That's like trying to fold a fitted sheet perfectly - good luck with that! But hey, if you really wanna give it a shot, just fold it in half, then in half again, and then just kinda eyeball the last section because who really needs precision in life, right?
Chat with our AI personalities
For a standard 8-1/2" x 11" piece of paper, you can get a nearly perfect 5 equal sections by following this simple procedure...
This is probably easier to see visually. Perhaps someone else can add a picture later.
No because 5 is a odd and prime number
Yes. Cutting each paper into 3 equal size pieces gives 15 pieces of paper. Each student gets one piece and there are 3 left over. Cutting the 3 leftover pieces each into 4 equal size pieces gives 12 pieces of paper, one for each student. (1/3 + 1/12) x 12 = 5
equal to 5=5
The sample space is H1, H2, H3, H4, H5, T1, T2, T3, T4, T5.
To cut a 5-foot log into 5 equal pieces, you would need to make 4 cuts to create 5 equal sections. If it takes 5 minutes to make one cut across the log, you would need a total of 4 cuts, so it would take 20 minutes to cut the 5-foot log into five equal pieces.