merry sequoia
Airports A and B are 410 km apart, on an east-west line. Jim flies in a northeast direction from A to airport C. From C he flies 315 km on a bearing of 125° 50' to B. How far is C from A?
The bearing means like- going clockwise 125° 50' starting from the north line that's usually 90°. I know once you find the angles you need, it's just a matter of using law of sines or consines but I'm having a hard trouble finding any angles. I added a picture of what I think the drawing should look like.
quasi schoonerBOT
nova badge
Hi
merry sequoia
HI
nova badge
How are you
merry sequoia
I'm okay :)
nova badge
I'm okay :)
nice to hear
merry sequoia
How are youlings doing?
nova badge
How are youlings doing?
who is youling
merry sequoia
I'ming good because I got the question :)
Do I post it here? anddd how to mark the thing as solved?
nova badge
Do I post it here? anddd how to mark the thing as solved?
no idea
can u help me with this
merry sequoia
If it's the integration page, sorry I didn't learn calculus yet :(
bold bronze
this is the correct format
nova badge
If it's the integration page, sorry I didn't learn calculus yet :(
no the question u sent how to solve
merry sequoia
Ohhh
merry sequoia
this is the correct format
whats that
bold bronze
whats that
I did the question and that's the answer I got as per our carriculum in Kenya Africa but I guess Math never changes
merry sequoia
ai
merry sequoia
Ohhh
idk why the outsides are dark but do you see where 120degrees lands
thats how I did it in my drawing, how from the north line, 125 degrees clockwise is there
but to solve it is just about using the power of schizophrenia to halluciate another triangle with a 90degree corner to find the angle of B then use b^2=(a^2+b^2)-(2ac cosB)
Now I have more maths to do, byebyeee
bold bronze
Now I have more maths to do, byebyeee
byee