What's the hypotenuse of 3214

Question

There are no more descriptions

Answer 1

If it is an isosceles right triangle with Perimeter = 3214

 

Then letting the two equal sides have length X, 

the hypotenuse would have length = x √2

 

                               A + B + C = 3214

 

                          X + X + X√2 = 3214

 

                               2X + X√2 = 3214

 

                               Factor out the X

 

                           ( 2 + √2 ) X = 3214

 

                                           X = 3214 / ( 2 + √2 )

 

                                           X = 941.36  length of equal sides

 

941.36 ( √2)  = 1331.28  length of hypotenuse 

 

The answer really depends on how the sides are related to 3214,

Is that a perimeter?area?

Is it a right triangle?equialateral?

These all have an effect on the Answer!

Answer 2

Assuming its an equilateral right triangle with sides A and B each equal to 3214, the hypotenuse would be 3214*(2^.5) = 4,545.3