Help
|dw:1519771630989:dw|
so to go from radians to degrees simply multiply by (180/pi)
57.3
4 * 180/pi = ?
229.18
good, that's it
(important definition to remember: one radian is defined as the angle that makes the arc equal to the radius) with that being said, which two choices do you think might apply?
A
good, anything else?
b
Hm, that's not quite right, arc length/r is only equal to 1 in a very specific circumstance (angle = 1 radian)
so c
good, A+C
arc = radius * theta **** important: this only works if the angle is in radians, which it is here
2.25
perfect
ok, so to convert from degrees to DMS (degrees/minutes/seconds) we leave the whole number part alone (42 degrees) then work on the 0.54 part we can multiply 0.54 by 60 to get 32.4, then we take the whole number part as 32 ' (32 minutes) and then multiply that decimal part again by 60 (so .4 * 60 ---> 24 seconds) so 24 seconds would recommend jotting these steps down
so 24
yes
should I label it like 24 seconds or only 24
the '' marks (seconds) are already given in the problem, so just 24
converting from DMS to degrees degrees + (1/60)*minutes + (1/3600)*seconds take your degrees, minutes, and seconds values from the original (32deg 15 min 66 seconds)
(1/60)*15 + (1/3600)*66= 0.27
don't forget to add the original 32 degrees
59
32 + 0.27 = ?
32.27
good, that's your ans
A?
arc = radius * theta since the angle is in degrees first you need to convert theta to radians first
oh yeah I got A too gj
B and D
you kinda just have to do the conversions and see which ones are correct
I think you're missing at least one
also, for B, 180 degrees is pi radians not pi/2 so not B
C and D
30 degrees is pi/6 radians so not D
whicheliminateseverything except A + C = your answer
0.628 radians
hundredth, so only 2 decimal places --> 0.63 = your ans
C
try re-doing the 45 deg to radians conversion
D
good
c and b
some definitions to go over: acute angle = less than 90 degrees obtuse angle = between 90 and 180 reflex angle = 180-360 with this in mind try re-doing some of your calculations
A and C
D still works (it's equal to 240) so ACD = your answer
Join our real-time social learning platform and learn together with your friends!