Answer:
1.a: Always
2.a:sometimes
Explanation:
a.We have to fill correctly word in the blank
Suppose we have a=2 and b=

Then , product of a and b=

Product of rational number and irrational number is always an irrational number .
Therefore, option a is true
a: Always
b.We are given that product of two irrational numbers
Suppose, a=

b=4\sqrt3[/tex]
Product of a and b=

12 is a rational number .
If a=

Product of a and b=

Hence, product of two irrational numbers is sometimes irrational number not always.
Option a is true
A:sometimes