If `p = 2 + sqrt3 and pq` is a rational number, then q is a unique surd. (True/False)

If p=2+sqrt(3) and pq is a rational number, then q is a unique surd. (True/false)

True/false pi is a rational number.

root(3)(3+sqrt(2)) is a surd . (True/False)

State true or false sqrt2 is a rational number.

If p + q = sqrt13 and p -q = sqrt5 , then the value of pq is

Every integer is a rational number. true or false?

‘If p' and q are rational numbers, then pq is also rational convert this compound statement into a simple statement and check whether the statement is true of false.

If the product and of two quadratic surds is a rational number, then surds are ______ surd.

If the sum and product of two quadratic surds is a rational number, then the surds are________ surds

If p is false and q is true, then