Решение
sinx = 1/23 <span>пи/2≤x≤пи
</span>ctgx = cosx/sinx
cosx = - √(1 - sin²x) = - √(1- (1/23)²) = - √(1 - 1/529) = - √(529 - 1)/529 =
= - √(528/529) = - (4√33) /23
ctgx = - [<span>(4√33) /23] : (1/23) = - 4</span>√33
1/2*(24*1/2+2)=1/2*(12+2)=1/2*14=7. Ответ: 7.
Х2=х+2
D= 1-4*(-2)*2= 1+8 = 9
х1= 1+3/2= 2
х2= 1-3/2 = -1
Ответ : -1 и 3
(m-2)^2-( m+1)(m-3)=
m^2-4m+4-m^2+3m-m+3= -2m+3