Since the triangle is equivally split apart, i can just assume each small leg is 14. Using a^2 + b^2 = c^2
14^2 + b^2 = 50^2
b^2 + 196 = 2500
b^2 = 2304
b = 48
Plugged into A = 1/2bh
A = 1/2(14)(48)
A = 336
But it was marked wrong..?
#got it wrong??
atomic iron
prisma helmBOT
quasi kiln
Since the triangle is equivally split apart, i can just assume each small leg is...
Because that's the area for half the triangle 😄
What do you need to do additionally?
atomic iron
Because that's the area for half the triangle 😄
Ye for the "right" triangle
quasi kiln
Ye for the "right" triangle
yea
but it's looking for the whole
the area of the whole triangle
atomic iron
Oh
Uhh I guess i just multiply 334 by 2 right?
Im not sure if it's another process
quasi kiln
yea
quasi kiln
Since the triangle is equivally split apart, i can just assume each small leg is...
,w (1/2)(14)(48)
opal mantleBOT
quasi kiln
,w (1/2)(14)(48) * 2
opal mantleBOT
quasi kiln
.close
prisma helmBOT
Solved
prisma helmBOT
Unsolved
atomic iron
,w (1/2)(14)(48) * 2
I forgot about this but shouldnt the two areas be equivalent considering that it's an isoceles triangle?
Multitasked doing physics
<@&286206848099549185>
quasi kiln
I forgot about this but shouldnt the two areas be equivalent considering that it...
yes
you literally split the triangle in half
as did you the 28m
gray birch
Since the triangle is equivally split apart, i can just assume each small leg is...
If it's too hard just use herons formula to find it
S = side (a + b + c)/2
Which here
Is 64
So it's root(s(s -a)(s-b)(s-c))
Which is
$root(64 x 14 x 14 x 36)$
opal mantleBOT
Aqua.
$root(64 x 14 x 14 x 36)$
