-2sin(3x/2)sin(5x/2)=0
sin(3x/2)=0
3x/2=πk
x=2πk/3
0≤2πk/3≤4π
0≤2k≤12
0≤k≤6
k=0 x=0
k=1 x=2π/3
k=2 x=4π/3
k=3 x=2π
k=4 x=8π/3
k=5 x=10π/3
k=6 x=4π
sin(5x/2)=0
5x/2=πk
x=2πk/5
0≤2πk/5≤4π
0≤2k≤20
0≤k≤10
k=0 x=0
k=1 x=2π/5
k=2 x=4π/5
k=3 x=6π/5
k=4 x=8π/5
k=5 x=2π
k=6 x=12π/5
k=7 x=14π/5
k=8 x=16π/5
k=9 x=18π/5
x=10 x=4π
1) d=36-36=0=>один корень x=6/2=3 (-бесконечности;3]2)d=144-144=0<span>x=12/2=6 (6;+беск.)</span>
= ( 18 X² Z - 36 K X Z ) - ( 10 K X Y - 20 K² Y ) = 18 X Z * ( X - 2 K ) -
- 10 K Y * ( X - 2 K ) = ( X - 2 K )*( 18 X Z - 10 K Y ) =
= 2 * ( 9 X Z - 5 K Y ) * ( X - 2 K )