ceil(a*b*c/d) for a= 40,b=5,c=181,d=1000
s=n*(1-p/100) for n=300,p=3
BarChart(25, 90, 75, 70, 95, 75, 92, 85, 99, 85)
Z=8*(c+w)+4*n-0.01*C where c=4,w=3,n=2,C=4300
polygon (8,0),(0,3),(5,6),(8,0),(0,0),(0,6),(8,6),(8,0)
p=N[(n-m)/12] where n=11,m=8
(1/6)^(6-2*x) = 36 over the reals
polygon [7,1],[1,1],[3.4,4.8],[5,1]
fit polynomial
black cube with edge 2, center (1.51,-1.51,1.51), cube with edge 5
34sin406/sin46
C/p)^(1/k) where C=(729/100)*10^7,p=3*10^5,k=5/3
red cone with radius 3 and height 4
v=(sqrt(t^2 u^2+s^2)-s)/(t) where u=12,s=135,t=6
minimize sqrt(x^2+6*x+12)
solve {cos(2*x)+1+sqrt(2)*sin(Pi/2+x)=0, -3*Pi <= x, x <= -(3*Pi)/2}
plot (cos(2*x)+1,-sqrt(2)*sin(Pi/2+x)) for x from -3*Pi to -3*Pi/2
triangular pyramid with base edge length 6, height 2*sqrt(13)
solve {log(4-x,x+4)*log(x+5,6-x) <= 0, 25^(x^2-2*x+10)-(1/5)^(2*x^2-4*x-80) <=
0}
circle (0,0),(3.9,1),(1.4,2.4) and polygon
(0,0),(3.9,6.7)(5.7,0),(1.4,2.4),(3.9,1),(0,0),(3.9,0),(3.9,6.7)