Question

1) The product of two dissimilar quadratic surds is a surd.
tional member is it true​

Answer 1

Answer:

The product of two unlike quadratic surds cannot be rational. Suppose, let √p and √q be two unlike quadratic surds. We have to show that √p ∙ √q cannot be rational. If possible, let us assume, √p ∙ √q = r where r is rational.