State of the three sides form an acute,obtuse or right triangle :17,21,28 are the sides

Solution
For this case we have the following 3 sides given: 17.,21 and 28
We can assume that a= 17, b = 21 and c= 28
And we have this condition:
[tex]c^2Then the triangle needs to be : Acutethe final answer is:
The triangle is Acute because the longest side squared is 784 which is lower the sum of squares of the other two sides which is 730