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Determine the possible lengths for the third side of a triangle whose first two sides measure a and b.
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You don't really know anything about the triangle, so there are a number of choices. Side c has to be less than a + b. So you could write c < a + b. As far as possible values of c, it could be anything smaller than a + b, so even a + b - .0001 is a possible value (it would look like a totally squashed triangle. There is an interactive one here http://www.mathsisfun.com/geometry/triangles-interactive.html that you can play with.
I'm not sure if that will help me out because in the attachment it has inches for Trial 1 and 2. I'm not sure how to do this.
Activity 1 & 2*** Activity 1: 5in 3in Activity 2: 4in 9in
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