2nde4 le 16 avril 2018
Devoir N
o13 : Test trigonométrie
I Sur les cercles trigonométriques ci-dessous, placer les pointsAi tels que (# –
OI;# –
OA1) = −27π
3 + 2kπ,k∈Z (# –
OI;# –
OA2) = 3π
4 + 2kπ,k∈Z (# –
OI;# –
OA3) = 227π
2 + 2kπ,k∈Z (# –
OI;# –
OA4) = 89π
6 + 2kπ,k∈Z (# –
OI;# –
OA5) = −7π
4 + 2kπ,k∈Z
(# – OI;# –
OA6) = −16π
6 + 2kπ,k∈Z (# –
OI;# –
OA7) = −5π
3 + 2kπ,k∈Z (# –
OI;# –
OA8) = 47π
4 + 2kπ,k∈Z (# –
OI;# –
OA9) = 1039π
4 + 2kπ,k∈Z (# –
OI;# –
OA10) = 17π
3 + 2kπ,k∈Z
I J
O I
J
O
2nde4 le 16 avril 2018.
Devoir N
o13 : Test trigonométrie
I Sur les cercles trigonométriques ci-dessous, placer les pointsAi tels que (# –
OI;# –
OA1) = 3π
4 + 2kπ,k∈Z (# –
OI;# –
OA2) = −16π
6 + 2kπ,k∈Z (# –
OI;# –
OA3) = −5π
3 + 2kπ,k∈Z (# –
OI;# –
OA4) = −7π
4 + 2kπ,k∈Z (# –
OI;# –
OA5) = 17π
3 + 2kπ,k∈Z
(# – OI;# –
OA6) = −33π
3 + 2kπ,k∈Z (# –
OI;# –
OA7) = 1065π
4 + 2kπ,k∈Z (# –
OI;# –
OA8) = 229π
2 + 2kπ,k∈Z (# –
OI;# –
OA9) = 101π
6 + 2kπ,k∈Z (# –
OI;# –
OA10) = 51π
4 + 2kπ,k∈Z
I J
O I
J
O