Find the value of C. Express the answer as a simplified radical. http://curriculum.kcdistancelearning.com/courses/GEOMx-HS-A09/a/assessments/T-TrianglesUnitExam/Geometry_Unit4_Exam_71q.gif
\[3\sqrt{3}\] is my answer.
I mean 5^3
can do a^2 + b^2 = c^2
\[\text{simplify }\sqrt{725}\]
Ah, 27?
27^2 correct?
not quite pull out any perfect square factors 25 is a square factor of 725 \[\sqrt{25}\sqrt{29}\] \[5\sqrt{29}\]
I honestly didn't see what you did there.
with the radical? or?
sorry I'm sleepy and will be getting less and less coherent =P
Same here, too sleepy. Umm start back at the beginning. What did you do with a^2 + b^2 = c^2 exactly.
10^2 + 25^2
that equals the c^2
Then, it goes to 725^2? thats where I got lost.
and we are trying to find the c that when multiplied equaled 725
so you get the squareroot of 725 and that is your c
26.9 or 27...
are you supposed to submit it in rounded decimal form?
because technically that isn't the right answer but it is rounded close to the right answer
I don't think I have to. But I would rather have it rounded.
Well that's what my calculator gave me.
it's a radical number it goes on and on 26.92582403567252015625355245770164778147560080822394418840194335008322981413829346438316890839917742209352410896972...
which is why we show it as \[5\sqrt{29}\]
Huh, that really doesn't make any sense.
Just feels like people randomly make up this stuff >.<
haha yah, some of it is pretty abstract
I was good at math. Until they mixed the alphabet in with it.
=P it comes together after awhile.
I suppose. Some of it. I never really "remember" stuff though.
repetition was the key for me. I've had trouble remembering certain things too.
Like the problems with 50 steps >.<
lol yeah
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