Question

Find he number of distinct triangles with integer sides and perimeter 10 that can be constructed.
1,1,8
1,2,7
...
1,4,5
all bad, because each side must be less than the sum of the other two sides.

So, list all the other possibilities and check them out.
Then would it be 2 distinct triangles?
That's what I get.

2,4,4
3,3,4
Same. Thank you

Related Questions

If m<A = 45, AB = 10, and BC = 8, the greatest number of distinct triangles that can be constructed... a perimeter of 15 cm two or more equal sides and each side a whole number of centimeters. Prove that... How many different triangles can you make with a perimeter of 12 units And also use integer value... Select the correct number of triangles that can be constructed with the given constraints. Constr...