what is the area of this kite?
u can think of the top two triangles as one, same goes for the bottom two
u wud just get 2 rectangles, they're areas are easy to find
get the area of the triangles, and sum them up keep in mind that the area of a triangle is 1/2 base * height
a = 1/2 2 x 20 ?
as i said, there are two triangles with the same dimensions, so when combined, the area of the two triangles wud just be 2 x 20
but the area of a triangle is 1/2 b x h? Wouldn't i need the 1/2
yea thats for one triangle yea? but there are two of them, so u have to multiple 1/2 b x h by two which simplifies to just b x h
I would suggest what @11calcBC had said because as you can see that there are two triangles, it wouldn't be necessary to do another computation after calculating 1/2 of b times h.
\[\Delta area = \frac{ 1 }{ 2 }(b \times h)\] \[\Delta area = \frac{ 1 }{ 2 }(2 \times 10) = \frac{ 1 }{ 2 }(20)=10 \] Since there are two triangles, you do 10*2=20 that's why you don't necessarily need to calculate half when there are two congruent triangles.
You can do the same for the bottom two triangles also.
Oh okay okay i understand know i was totally lost but not i got it! Heehe thank you guys so much (づ ̄ ³ ̄)づ ♥
You're welcome :)
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