f(x) = (x-2)^3 + 40 is rotated clockwise around (0,0) until a point on
the graph becomes tangent to the x-axis. Find the area of ...
(ššš š„ + ššš š¦)
2 + (š ššš„ + š ššš¦)
2 =
4ššš
2
(
š„āš¦
)
2 to thw power of 9 x 2 to thw power of minus 2 dvided by 2 to the power of 3
find the largest 5 digit number which is also a perfect square.
(x-3)(2x+1)(x+1)
erexpress -1--1-iā3 on polar form
((-2/3)*(3/5))+(5/2)-((3/2)*(1/6))
can you solve this for parameter c for me?
c^(-eta) = b*(1+r)*((1+r)*(a-c))^(-eta)
x^2+4x+4=0
$$\sum_{a}^{b}{C}$$ $\pi$ $\pi$
a