For a triangle with sides a, b and c, what is the range of the length of side c? a = 418, b = 222, c = ___________ < c < __________
your answer is: 196<c<640 that is, c is more than 196 but less than 640 do you want an explanation?
For a triangle with sides a, b and c, what is the range of the length of side c? a = 620, b = 1050, c = ______<c<______ would it be 430< c< 1670
Correct! The reason is because any two sides of a triangle must be greater than the third side.
ok whenever you do this prob. is it the lowest # goes first and the highest goes last? bcause i always have problems with it
If it is exactly the same problem, then the lower range is the difference, and the upper range is the sum of the two sides.
But they canNOT be equal.
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