Answer:
One leg is √10cm, the other 3√10cm and hypotenuse is 10cm.
Explanation:
Trigonometry gives us the formula h²=a²+b², were a and b are the triangle's legs. We are told that one leg is three times 3x the other leg x.
h²=(3x)²+x²
100=9x²+x²
100=10x²
100/10=x²
x²=10
x=√10
So b=√10 and a=3√10.