Alguem sabe fazer essas contas Pfvr:
Faça a racionalizaçao das seguinte expressoes:
a) 4/RAiz de 2-6
B) 2/5-RAIZ de 3
C)7/RAIZ de 3-Raiz de 2
D)12 e RAIZ de 3/Raiz de 7+6
E)12\9+Raiz de 7
Soluções para a tarefa
Respondido por
21
a)

============
b)

=============
c)

================
d)

==================
e)

============
b)
=============
c)
================
d)
==================
e)
Helvio:
De nada.
Perguntas interessantes