ДОСРОЧНЫЙ ЕГЭ
2015
БАЗА
01
23.III.2015
1/3*.99+2
1/3*99/100+2
4*10^3+5*10^2+6*10
m/(m+n)*s, where m=5,n=3,s=24
C = c+d*(t-m) where c=150,d=11,t=15,m=5
sqrt(2^2*3^4)
P = ceil(m*t/n) where m=700,t=8,n=250
solve 2+9*x = 4*x-3
l=(h+H)/2 where h=0.7,H=1.5
polygon with vertices ((0,0),(0,0.7),(2,1.5),(2,0))
the length of the equator
p = 3/(4+8+3)
BarChart(-20, -11.5, -4.5, 7, 12.5, 18, 14.5, 16, 5.5, 1, -3.5,-6)
k=m*n^2 where m=3/2,n=2
cylinder, radius=2, height=4 and cylinder, radius=4, height=6
plot y=3x,y=(2/3)x,y=(-1/2)x,y=-4x
plot x^2+(y-1)^2=1 and y=tan(83)*(x+cot(83/2)) and x=0 and y=0
4 pyramid with base=4 and height=sqrt(17)
plot x/(x-1),log(2,x),2^(-x)-2,1/x/(x-1)
x/(x-1)<0
log(2,x)>0
2^(-x)>2
1/(x*(x-1)) > 0
