Sn=(a1+an)n/2
an=a1+d(n-1)
a16=12-3×15=12-45=-33
s16=(12-33)×16/2=-21×16/2=-376/2=
=-188
cos^2 150-(sin 70 cos 40-cos70 cos(90-40))^2cos^2 150-(sin 70 cos 40-cos 70 sin 40)^2cos^2 150-(sin 30)^2=cos^2 (180-30)-(sin 30)^2=cos^2 30-sin^2 30=3/4-1/4=2/4=1/2
A8=a1+7d
a2+a14=a1+d+a1+13d=2a1+14d=2(a1+7d)=20
a8=20:2=10
11-13х+7=8х+11
11+7-11=8х+13х
7=21х
х=21/7
х=3
11-13х+7=8х+11
-13х-8х=11-11-7
-21х=-7
х=-7/-21
х=3
15Х-30-6Х-12=24Х-18
9Х-42-24Х+18=0
-15Х-24=0
<span>Х=-1,6
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