Find the pr equation of the conic l/r = 1+e cos theta
2/2
if a ={1,2,3}, B={0,1}, C={1,3,4}, then find
what is the area of a sector of a sector of a circle with radius of r=8 feet if the corresponding central angle is 150 degree
x - 16 > 25
\cos \left(x\right)^4+\sin \left(x\right)^2+\sin \left(x\right)^2\cdot \cos \left(x\right)^2
solve 5x+10y= 50 and x+8y=10
(96)^2 = ((122 cos(x))+(162)-(40 cos(93)))^2 + ((122 sin(x))-(40 sin(93)))^2
1/2(t) * 1 + $\sqrt{t}$
