Question

If 'a' is a rational number and 'b' is a irrational number then ab is an irrational number provided a bilongs to 0

Answer 1

Step-by-step explanation:

given that

a is an rational number

d is an irrational number

in most cases

ab will be e irrational numbers in the product of rational number and in rational number is generally irrational number

but is a is 0 [ 0 is rational numbers and zero is equal to zero by one]

b is an irrational number then

a b is equal to zero [multiplying any number with zero result in zero]

0 is a rational number since it can be expected in PQ form as 0 by 10 and 12 are integers and one is not equal to zero

hope that helps