Question

Help please! FAN MEDAL

Answer 1

interesting question

Answer 2

http://en.wikipedia.org/wiki/Geometric_mean_theorem

Answer 3

thanks

Answer 4

altitude = geometric mean of segments of hypotenuse

Answer 5

distance between part and library = \(\large \sqrt{18 \times 4}\)

Answer 6

simplify

Answer 7

is it 2 sqrt 10 sqrt 22 miles?

Answer 8

\(\large \sqrt{18 \times 4} = \sqrt{36 \times 2} = 6\sqrt{2}\)

Answer 9

so the answer would be 6 sqrt 2 6 sqrt 11?

Answer 10

good guess, yes !

Answer 11

thanks! :) could you help me with like 1 or 2 more?

Answer 12

i'l try, ask..

Answer 13

let me attach the picture :) thank you so much I am very bad at math :/

Answer 14

its definitely not SSS cuz we dont knw about the lengths of 3rd side

Answer 15

you are not bad at math

Answer 16

Wow thank you! :) I am terrible at math Dan, and this is my last test and I want to do good on this and I just don't trust my self

Answer 17

lets check if the below proportion is true :

\(\large \dfrac{28}{4} = \dfrac{42}{6}\)

Answer 18

@ganeshie8 did you see the options available for this? Let me know if i can help you in any way. I am pretty good at history!

Answer 19

sweet of you :) i may need ur help some day !

Answer 20

Sounds good! Anything you need I will do my best on it! :)

Answer 21

\(\large \dfrac{28}{4} = \dfrac{42}{6}\)


\(\large 7 = 7\)

TRUE

that means QP is parallel to SR (If this doesnt make sense, its okay, just knw that it requires some pre knowledge on side splitter theorem)

Answer 22

Since QP is parallel to SR,

\(\triangle TRS \sim \triangle TPQ\)

Answer 23

and they are similar by \(SAS\)

Answer 24

Thank you! Don't know what I would do without you! :) Think you could help me with last one? than i promise I will stop bothering you as this is my test not yours haha

Answer 25

don't say it loud that you're doing test lol, taking help from others for a test is strictly prohibited around here >.<

Answer 26

oh true haha.. last question than haha :D

Answer 27

What is the value of x, given that Line OP parallel Line NQ

Answer 28

just setup a proportion like below :

\(\large \dfrac{6}{24} = \dfrac{x}{56}\)

Answer 29

solve \(x\)

Answer 30

14 :D Thank you so much!!

Answer 31

u wlc :)