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Two sides of a triangle measure 11 ft and 23 ft. What is the smallest possible whole number length, in feet, for the third side?
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use the triangle inequality theorem
\(c > a- b \)
\(c > 23-11 \)
ah ok
wat do u get ? :)
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c > 12
so wats the smallest value that \(c\) can take ?
btw, \(c\) cannot equal 12.
11?
does it satisfy : c > 12 ?
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I don't really understand how to read those thingys to be honest
c > 12 means c is greater than 12
for ex :- 100 > 12
15 > 12 etc...
but 11 is not greater than 12. so 11 cannot be c
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