Question

Find the area of the trapezoid. Leave your answer in simplest radical form.

https://lh5.ggpht.com/TYBnTWyQ_w3tbzi3AuSpGJnx4I0wtYpOapBmfZ-l7IlvYg-S2n2fRV6aKlLnyG7ZX6eF4Xg=s89

a. 40√3
b. 16√3
c. 24√3
d. 32√3

Answer 1

yeah i'll see if this gets answered over night.. maybe if i put a girl as my picture i'll get more answers, huh? ^^

Answer 2

is this ur picture

Answer 3

you just help girls?

Answer 4

everyone

Answer 5

this isn't me, i just need help.

Answer 6

if i could umderstand this i would help out....but i am only in 7th grade sooooo idk

Answer 7

a tip for you, just right click any hot girls pictures you may think are fishy.. and click search google. you'll find how popular they are and they're most likely fake.

Answer 8

eeewww okay i didnt click on this fur ur nasty porno gurl piic

Answer 9

well as soon as i put it on i had 12 ppl max viewing this. coincidence?

Answer 10

umm...maybe cause some men want some buuuut im not a man...im just here to help :/

Answer 11

r u a boy or girl

Answer 12

dude

Answer 13

me or flight? if ur speaking to flight then he is a boy...i know it

Answer 14

right

Answer 15

yeah but @flight98 if i could help i would...but umm im confused on this myself...lol well umm best wishes and u seriously need to change that pic...its nasty porno pic...sooo Cya!

Answer 16

Ok. BACK ON TOPIC

Answer 17

Heres is the drawing:

Answer 18

is that ur pic @flight98

Answer 19

yeah

Answer 20

Lets find the side which attaches the triangle and the rectangle. We know that the hypotnuse is 8, angle is 60. We can find the side using SIN
\[\sin\theta=\frac{O}{H}\]\[\sin(60)=\frac{O}{8}\]\[O=8\times \sin(60)\]\[O=6.93ft\]

Answer 21

ok..

Answer 22

ur just a kid

Answer 23

@flight98, thank you for changing your picture

Answer 24

of course

Answer 25

16 tho

Answer 26

Now, lets find the side below the triangle. We can use the pythagorous theorum for this:
\[c^2=a^2+b^2\]\[8^2=6.93^2+b^2\]\[b^2=8^2-6.93^2\]\[b=\sqrt{8^2-6.93^2}\]\[b=3.99ft\]

Answer 27

Now, lets look at the picture now