Cos^2+sin^4+sin^2*cos^2
cos^2+sin^2(sin^2+cos^2)
cos^2+sin^2=1
<span>y' = tg' x + ctg' x = 1/(cos^2 (x) ) + (- 1/(sin^2 (x) ) = 1/(cos^2 (x) ) - 1/(sin^2 (x) ) = 1/(sin^2 (x) * cos^2 (x) ) = [(1-cos(2x))/2 ]*[(1+cos(2x))/2] = (1-cos^2 (2x) )/4</span>
9√5=√405
8√7=√448
√405 √448 √541 ⇒ 9√5 8√7 √541
X=-3π/2 y=4sinx-5cosx+11x-10 y=-4sin3π/2-5cos3π/2-11*3π/2-10=
=4-33π/2-10=-6-33π/2
x=0 y=-5-33π/2-10=-15-33π/2
y'=4cosx+5sinx+11=0
4cosx+5sinx=-11 4cosx+5sinx>-9 решений нет.
наибольшее значение -6-33π/2
А) 37/500; 0,7; 0,75
Б) 0,125; 0,13; 29/200