Question

Write the given statement in conditional form first then write its converse and Also state whether the converse is true ? class 9 th​

Answer 1

Answer:

Given statement : ' If a sequence is bounded, then it is convergent'

We know that for statement : If P then q

Converse : If q, then P

Inverse: If not P, then not q

Contraposition : If not q then not P.

so,

Converse: If a sequence is convergent then it is bounded.

Inverse: If a sequence is not bounded then it is not convergent

Contraposition: If a sequence is not convergent then it is not bounded.