1)sin^2a-1=sin^2a-sin^2a-cos^2a=cos^2a.
3) (sina+cosa)^2+(sina+cosa)^2=sin^2a+×sinacosa+cos^2a+sin^2a-2sinacosa+cos^2a=(sin^2a+cs^2a)(sin^2a+cos^2a)=1+1=2
<span>В^3 +1 дробная черта В^2-B+1=(b+1)(b^2-b+1)/(В^2-B+1)=b+1</span>
X²+3x-10/x+5
Запишем обычное деление столбиком:
x²+3x-10 / x+5
- _____
x²+5x / x-2
_______/
-2x-10/
- /
<span>-2x-10/
_______
0
Т.о. </span>x²+3x-10=(x+5)(x-2) => x²+3x-10/x+5=<span>(x+5)(x-2)/x+5=x-2</span>
B1 = 49
b2 = 7
q = b2/b1 = 7/49 = 1/7
S = b1/(1 - q) = 49/(1 - 1/7) = 49/6/7 = 343/6