Someone help me with this question. I will fan you, and give a medal. Please only question and it's easy.

Calculate the surface area of this triangular prism.

A right triangular prism is shown. The right triangular face has base of twelve meters, height of nine meters, and hypotenuse of fifteen meters. The height of the prism is ten meters.

two hundred fifty-five square meters

three hundred sixty square meters

four hundred sixty-eight square meters

four hundred ninety-five square meters

Question

Someone help me with this question. I will fan you, and give a medal. Please only question and it's easy.


Calculate the surface area of this triangular prism.

A right triangular prism is shown. The right triangular face has base of twelve meters, height of nine meters, and hypotenuse of fifteen meters. The height of the prism is ten meters.

 two hundred fifty-five square meters

 three hundred sixty square meters

 four hundred sixty-eight square meters

 four hundred ninety-five square meters

anonymous · Answer

attachment

anonymous · Answer

that doesn't help @Peter14

anonymous · Answer

sorry, that wasn't worded well.

anonymous · Answer

what are the dimensions of each of your three rectangles?
the two triangles are congruent, what is their base and height?

sweetburger · Answer

your answer is 468m^2 for the attachment you posted

sweetburger · Answer

hope this helped

anonymous · Answer

@sweetburger that didn't help, that's just giving the answer

anonymous · Answer

Oh it's 468 I got the answer on my own though lol @Peter14 @sweetburger

anonymous · Answer

haha I think I'll give the medal to Peter since he didn't really give me the answer. But thanks for verifying @sweetburger

anonymous · Answer

Aubzzz do you still want to go through the procedure?