1. x^2 + 3x - 10x - 30 < x^2 - 5x - 2x + 10
x^2 - 7x - 30 < x^2 - 7x + 10
Очевидно
<span>0)y=3x²-4x⁴ +2x³ + 2x -1
y'=6x-16x³+6x²+2
1)y=4x³
y'=12x²
2)y=5x-3
y'=5
3)y=(4-6x)³
y'=3(4-6x)²*(-6)=-18(4-6x)²
4)y=(2x+3)sinx
y'=(2x+3)*(sinx)'+(2x+3)'*sinx=(2x+3)cosx+2sinx
5)y=3-tgx
y'=-sec²x
6)y=4ctgx
y' =-4csc²x
7)y=cosx/8x²
</span><span>решение пос</span>леднего в приложении:
1)0,04^(-2) - 0,008^(-1) + 0,08^(-2)-0,2^(-4)=
= 1/0,04^(2) - 1/0.008 + 1/0.08^(2) - 1/0.2^(4)=
= 1/0.016 - 125 + 1/0.0064 - 1/0.0016 = -125 + 156.25=31.25
2)3,6*10^6
------------- * 5*10^4 = 3.6 * 10^6 / (9*10^8) * 5*10^4 =
(3*10^4)^2
= 18*10^10 / (9*10^8) = 2*10^2=200