Răspuns :
[tex]\displaystyle\\ (3,\!1 )^{34} \times (3,\!1) \times (3,\!1)^{22} = (3,\!1 )^{34+1+22}=\boxed{\bf (3,\!1 )^{75}}\\\\ \left(\frac{25}{38}\right)^{10} \times \left(\frac{25}{38}\right)^{21} \times \left(\frac{25}{38}\right)^{32} = \left(\frac{25}{38}\right)^{10+21+32}= \boxed{\bf \left(\frac{25}{38}\right)^{63}}\\\\ [/tex]
1)
= (3,1)^(34+1+22)
=(3,1)^57
2)
=(25/38)^(10+21+32)
= (25/38)^63
3))
????
= (3,1)^(34+1+22)
=(3,1)^57
2)
=(25/38)^(10+21+32)
= (25/38)^63
3))
????