(x+2)(x-1) minus (x+2)^2 = -3(x+2) simplified and factorized
49,767=1,88*(66-0,36x)*x^1,5
3 π\piπ 67277
(3x+7)^2 minus (2x+5)^2 = (x+2)(5x+12) factored
write y=5+4x divided by x=3 in the form y=a divided by x+p =q
sum of the first ten odd numbers
N^2(N+1)^2 plus 4(N+1)^3 = (N+1)^2(N+2)^2 when factorized
If the function F(t)=1, its Laplace transform f(s) is given by
678×426
