Question

In the diagram below, EG is an altitude of DEF. What is the length of DG?
( Picture attached below )

Answer 1

@agent0smith Last one I need a little help on. Help me?

Answer 2

first use the pythagorean theorem for EG and GF so 33 squared plus 25 squared whicjh is 1714 square root it gives you approximately 41.4. or trig like soh cah toa if youve done that

Answer 3

or TanX-1=33/25 to find measure of angleF. then you can do law of sine to find measure of angle E can you do that?

Answer 4

DG / EG = EG / GF

Answer 5

DG / 33 = 33 / 25

Answer 6

43.56 = DG??

Answer 7

yes thats it

Answer 8

good job

Answer 9

43.56 or 43.6?

Answer 10

ill check...43.56

Answer 11

okay

Answer 12

Lol wait so it is 43.56 not 43.6? Because it says if necessary round your answer to two decimal places

Answer 13

oh ok thats great so do feel confident about trig now i have a trig test coming up about this in a week

Answer 14

i'm doing double math with Alg. 2

Answer 15

oh ok lol good luck on that test

Answer 16

thank you because i just finished my Alg. 2 test so one less test to worry about lol.

Answer 17

good luck to you too!