Points E, D, and H are the midpoints of the sides of TUV, UV = 144, TV = 144, and HD = 144 Find TU -

Answer 1

Since E, D, and H are midpoints of the sides of triangle TUV, it follows that TE, TD, and TH are medians of triangle TUV.
The median of a triangle divides the opposite side into two equal parts. Therefore, we have:
UE = EV = 144/2 = 72
DV = VT = 144/2 = 72
HV = VH = 144/2 = 72

Now, we can calculate TU:
TU = TV - UV
TU = 144 - 144
TU = 0

Therefore, TU - 0 = 0.