p.p.t. 1 discussion

p.p.t. 2 discussion

p.p.t. 2 discussion

Test paper discussion -1,2,3 discussion || Prove OF √p + √q are irrational from where p,q are prime number

Given, P prop T on increasing the value of T by 1^(@)C , the value of P increases by 0.4% , then find initial value of T :-

Point of intersection of normal at P(t1) and Q(t2)

In a G.P. it is given that T_(p-1)+T_(p+1)=3T_(p). Prove that its common ratio is an irrational number.

If p is any statement,t and c are a tautology and a contradiction respectively then which of the following is not correct- (a) p^^t=p(b)p^^c=c(c)p vv t=c(d)p vv c=p

If the inverse of P(-3,5) w.r.t to a circle is (1,3) then polar of P w.r.t to the circle is

Statement/ कथन : l. All T are P./ सभी T, P है। ll.Some P and Q./ कुछ P, Q है। Conclusion/ निष्कर्ष: l.Some Q are P./ कुछ Q, P है। ll. Some P are T./ कुछ P, T हैं।