Consider : `(p/q)^6`.

Consider : p^7 xx q^7 .

Consider (x+p) (x+q) = x^2 + (p+q)x + pq. Put q instead of 'p' what do you observe?

Consider (x+p)(x+q)=x^(2)+(p+q)x+pq What identities you observed in your results ?

Consider p ^(5) xx q ^(5)

Consider the three points P, Q, R whose coordinates are respectively (2, 5, -4), (1, 4, -3), (4, 7, -6) then the ratio in which the point Q divides PR.

Consider the charge q, q and -q placed at the vertices of an equilateral triangle, as shown in fig. What is the force on each charge?

Consider the following sets are equal or not?: A = { p, q, r}" "B={q,p,e}

Statement 1 : Consider the statements p : Delhi is in India q : Mumbai is not in Italy Then the negation of the statement p vv q , is 'delhi is not in India and Mumbai is in Italy' Statement 2: For any two statement p and q ~(p vv q) = ~p vv ~q