For a triangle with sides a = 620 and b = 1050, side c must be less than what length? Type the numeric answer only in the box below. Numerical Answers Expected!
So, take c as the longest side. To form a triangle a+b>c Now, put a=620 and b=1050 into the inequality. You can get the value.
-confused-
at where?
everything lol i suck at math
Okay. To form a triangle. The sum of 2 sides must be greater than the other one. Got this part?
Think of a triangle. If you shorten one side enough, the three sides will collapse, right? Use some string to look at a triangle, and shorten one, but keep the sides connected.
okay
Since the question asks ''must be less than'' So, consider c as the longest and set up the inequality using the above 'property' a+b>c Got it?
kinda..
Hmm... Then which part you don't understand?
so what side does it need to be greater than?
it = ?
fsgfdhgfdhdfhfd
its late lol
Well.... That's not the point.... The question is 'must be less than' and you're asking 'greater than'.... So, I'm confused and hope that you can clarify a bit.
oh ok so it needs to be less than.
Then it comes back to ''a+b>c''. Do you understand this?
yes
Okay, put the values into the inequality. Can you?
620+1050>c
Correct.
is that it?
add the numbers together :)
Add the number.
620+1050=1670
Yup. c must be less than this number
so do u type that as the whole answer or just 1670?
The number only. That's what require in the question. :)
You stated "Type the numeric answer only in the box below." and "Numerical Answers Expected!", so 1670 :)
lol ok :) ty
welcome.
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