Help me with a 45-45-90 triangle? I need someone to walk me through/teach me how to solve this problem..
Solve for x and y. It's a 45-45-90 triangle, and one leg is sqr rt 2.I think x (the other leg ) would then be square root 2 but I am not sure
in 45-45-90 triangle 2 sides are same and third one is different. Sides opposite 45-45 are same.
It looks like this @zepdrix
if sides opposite 45-45 are X , then hypotenuse is X sq.rt 2
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@zepdrix yup that's what it looks like @rukhsar What do you mean X square root 2?
\[\sqrt{2}\] X
Does that mean x (the other leg) would be \[\sqrt{2}\]
yes
Y = sq.rt 2 multiply by sq.rt 2
it's the property of 45-45-90 triangle
\[\sqrt{2} \sqrt{2}\]
so Y= 2
so \[\sqrt{2} multiply \sqrt{2} would that equal \sqrt{4}\]
yes and sq.rt 4 = 2
Ah! I see, thank you so much! I was really struggling understanding it, I think I understand it now!
np
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