.What is the description of <2 as it relates to the situation shown?
. A.<2 is the angle of depression from the airplane to the radar tower. B.<2 is the angle of elevation from the airplane to the radar tower. C.<2 is the angle of elevation from the radar tower to the airplane. D.<2 is the angle of depression from the radar tower to the airplane.
this ones confusing .a little
see! oh mannn :((
lol hold on i didnt say i couldnt figure it out.
@eSpeX help us lol! lol i know your prolly going to.
lol tally thts funny
You know the difference between elevation and depression, so taking a look at the dashed line, which is the perspective of the radar tower, is angle 2 an elevation or depression...and with respect to what?
tally im sorry but i have to go get the twins . i wsh i cud stay n help but they js called saying meilanie is crying and throwing up . im sorry again . i thnk she's sick i knew i shud of never let them go .
ikr lol but idk espex and its okay go get your kids ill message you later.
thnks.
:) does anyone else know this?
Explain to me what the difference is between an elevation and a depression.
<2 is 'LOOKING UP FROM THE TOWER TO THE PLANE '
why did my computer just frezze ugh and when you go up you elevate and dpress when you go down so if its looking up then its down right ?
when you look up you 'elevate' your eyes
i just said that i know that but it has two depression answers i know its one of them the line goes to the tower so its d right?
The dashed line by angle 2 is your reference line, so do you go up or down to make angle 2? Also, your reference point is at the radar tower so are you going from the radar tower 'up' to an object or 'down' to an object for angle 2?
you go up...and its at the top of the line and its at the tower so i guess the answer is c your going from the tower to the plane and your going up.
You got it. :)
oh yeah oh yeah i did it! i did it.
.To approach the runway, a pilot of a small plane must begin a 10 descent starting from a height of 1983 feet above the ground. To the nearest tenth of a mile, how many miles from the runway is the airplane at the start of this approach? To approach the runway, a pilot of a small plane must begin a 10 descent starting from a height of 1983 feet above the ground. To the nearest tenth of a mile, how many miles from the runway is the airplane at the start of this approach?
This is what they're asking? |dw:1336682514954:dw|
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