How do I solve special right triangles?
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Answer:
2*sqrt2
Step-by-step explanation:
In right isosceles triangles, the ratios of the sides are:
1:1:sqrt(2)
1=the legs, and sqrt2 being the hypotenuse.
So, in this problem, we can simply divide the hypotenuse by sqrt2 to find the legs.
2*sqrt6/sqrt2=2*sqrt3
Therefore, the lengths of the legs are 2*sqrt2