Please help algebra!!!!!!!!!!!!!!!!!!!
ha say
George folds his origami paper along the dotted lines shown below so that the triangular flaps overlap exactly on the square. If the dimensions of the origami paper are decreased by one half, what will be the new area of the paper?
https://www.connexus.com/content/media/532465-1182011-92034-AM-1625458817.jpg
I really need to get this answer right so i dont fail
# 98 square inches # 196 square inches # 49 square inches # 147 square inches
is it 98?
By pythagorean theorem, the original dimensions of the paper were 14x14, if you decrease those by half, then the new area is 7x7..
so whats the answer we should choose??
@experimentX can you please tell me which answer this guy is referring too?
Why do you people put " George folds the paper ... " cut that literature part ... and just state the problem part. what's the question??
98 square inches .. it's a square with side \( 7 \sqrt 2 \) are of square is \( ( 7 \sqrt 2)^2 = 49 \times 2 = 98\)
If the dimensions of the origami paper are decreased by one half, what will be the new area of the paper? is the question
0H:) thanksss!!! i understand now.. but why did you times by 2?
\( (\sqrt 2 )^2 = 2 \)
Oh ... wait, did you mean, another paper is folded with half dimension of the original paper??
@Blahh23 you still there??
Sorry.. My computer restarted itself!!!! & i understand why now.. never mind:)
@Blahh23 the area of original origami is twice the the folded origami, the area of folded origami is \( 98 \)
The area of original is \( 98 \times 2 = 196\) since it's a square, \( l^2 = 196 \implies l = 14 \)
Ohhhhhhhhhhhhhhh!!!!!!! =) you explained that very well. thank you so much.
still not, you found the length of origami ... if it's length is halved, would would be the area??
I thought you already gave me answer! the 196... ? because the original is 98 and multiplied by 2 is 196??? no??
No ... 98 was that of folded paper!! 196 was of original, <--- this whole was to find length l of original the new paper (original) has length half of the old one ... i.e. 14/2
Oh okay. so if that .. I'm confused ;P
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