i need help with all triangles (1 Viewer)

elly-mae

New Member
Joined
Aug 5, 2008
Messages
5
Gender
Female
HSC
2008
hey im new to this but i was just wondering if any one has some easy ways to remember the diffrent ways of working out the triangle questions
i know how to do them i just have trouble finding out which one is which and what to do with it
all help would be appreciated
thank you
 

elly-mae

New Member
Joined
Aug 5, 2008
Messages
5
Gender
Female
HSC
2008
a sky diver in an air craft, flying at a height of 6000m at a speed of 140m/s, observes her target ahead at an angle of depression of 36 27'

1)calculate the horizontal distance from the air craft's current location to the point directly abouve the target. answer correct to the nearest metre

2)how long will the air craft take to reach the point directly above the target. correct to the nearest second

thank you
 

PC

Member
Joined
Aug 19, 2004
Messages
639
Location
Sydney
Gender
Undisclosed
HSC
N/A
Draw a diagram. You'll have a plane, with a vertical distance of 6000 m and then a diagonal line from the plane down to the target. The angle at the target between the ground and the diagonal line is 36°27' (this isn't the angle of depression, but it's they're alternate angles).

(1) You want the horizontal distance. That's the distance from under the plane across to the target. So:
tan 36°27' = 6000/d
d = 6000/tan 36°27'
d = 8123.3508
d = 8123 m

(2) You've just worked out the distance that the plane has to travel, and you're given the speed. We need time, so remember the distance-speed-time rule.
T = D/S
= 8123/140
= 58.02142857
= 58 seconds

Hope that helps
 

Sam(uel)

Member
Joined
Oct 2, 2008
Messages
49
Gender
Male
HSC
2008
Something to note is that if you had trouble and simply couldn't figure out how to do (1), i've been told that even if you don't have the answer to use for (2) you can make up a number and you'll still be given marks (idk if full) for (2) because you know how to do it ('-');
 

Users Who Are Viewing This Thread (Users: 0, Guests: 1)

Top