(2*2^2//4*4)
(2*2**2//4*4)
3p/(12pq+4q) ÷ 8p^2/(6p^2 + 2pq)
x - 35,725 = -99,530
Suppose that a function f is continuous on the closed interval [0,1] and that 0 < f(x) < 1 for every z in [0,1]. Show that there m...
3p/(12pq+4q) ÷ 〖8p〗^2/(〖6p〗^2+2pq)
halla la diferencia de una progresion aritemtica sabiendo que el primer temino es 3 y el sexto es 23
2*1 + 4*(-1) + 2
50/5(7-5)
56/21
