Question

Which angle corresponds to 1/6 of a circle?

1) pie/4

2) pie/6

3) pie/3

4) 180

Answer 1

angle you seek is 1/6 * 360 deg this will give you the angle in degrees
1/6 * 360*pi/180 will give the angle in radians

Answer 2

and i think you mean pi not pie
i like to pie
but eating pi is impossible because pi is a number :p

Answer 3

i like to eat pie*

Answer 4

Lmfaooooooo, o the answer would be 180? sorry im helping my daughter, i have no idea what im doing :)

Answer 5

well it wouldn't be 180

Answer 6

\[\frac{1}{6} \cdot 360^o=(\frac{360}{6})^o \text{ is answer \in degrees } \\ \text{ to convert deg to rad} \\ \text{ multiply by } \frac{ \pi}{180^o} radians \]

Answer 7

so that means you need to do
\[\frac{\pi}{180^o} \cdot \frac{360}{6}^o radians \]

Answer 8

leave the pi there
just worry about computing 360/(6*180)

Answer 9

then bring down the pi

Answer 10

\[\text{ that is } \\ \frac{360^o}{180^o \cdot 6} \pi \text{ radians }\]

Answer 11

the deg units will cancel

Answer 12

360/180=?

Answer 13

here I will try to look even easier to compute
\[\text{ that is } \\ \frac{360^o}{180^o \cdot 6} \pi \text{ radians } \\ = \frac{360/180}{6} \pi \text{ radians }\]

Answer 14

2

Answer 15

sorry i was finding a calculator

Answer 16

so that means we have
\[\text{ that is } \\ \frac{360^o}{180^o \cdot 6} \pi \text{ radians } \\ = \frac{360/180}{6} \pi \text{ radians } \\ =\frac{2 }{6} \pi \text{ radians }\]

Answer 17

now just reduce the fraction 2/6

Answer 18

3

Answer 19

and after that don't forget to bring down the pi
well it would be 1/3
since 6 is on bottom
6/2=3
so
2/6=1/3

so 2pi/6=1pi/3 or just pi/3

Answer 20

thank you Freckles!!!!

Answer 21

np