#fractions
31 messages · Page 1 of 1 (latest)
I read this as each triangle is equal in area to each of the large rectangles (upper left and upper right). So that's 4 equal area parts (each contains 25% or 1/4 of the total area)
So that gave me (2/3)(1/4) + (3/5)(1/4) + 1/4 .... 2/12 + 3/20 + 1/4 => 136/240 => 68/120 => 17/30
Which this also equals 51/90
The only problem with this, is "the entire shape" it asks for is everything, so 100% of the total area is the whole. Your approach has no relationship in the triangles and the rectangles, they're all just separate shapes of an undefined whole in your case. I set my parts as 25% each of the whole (which is how I understood the problem statement), so the upper left was 2/3 of 25% of the whole area, for example. Then when I added them I was adding up a fraction (orange) of the whole shape.
so that’s why the answer is 53/90
?
Lol I get 51/90... but try what I did and double check. If you trust the answer key, then I didn't read the problem statement correctly. I just don't think how you went about solving it was correct as it's fraction of the whole shape (total of everything), not sum of sections that are unrelated to each other.
it says the large triangle not both of them separately
so maybe u read incorrectly?
I guess so... but if so, then I don't quite understand "the whole shape" if there's nothing in the problem statement relating the triangles to the rectangles...
as in they are stuck together
You're not given any dimensions to infer size relationship though
So your triangles could be 99% of the total (whole shape), and those rectangles are 1%
But at least I came very close my way at 51/90 .... assuming it meant each shape was 25% or 1/4 of the total whole
good luck! sorry it wasn't exact
.close
Post marked as solved by @crisp bramble.
Use .unsolved if this was a mistake.