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- PPSC Paper 2011 (Lecturer in Mathematics)
- of these - If $H$ is a subgroup of index ------ then $H$ is a normal subgroup of $G$ \\ - $2$ ... be a cyclic group of order $24$ generated by $a$ then order of $a^{10}$ is ------ \\ - $2$ - $1... If a vector space $V$ has a basis of $n$ vectors, then every basis of $V$ must consist of exactly ----- ... ,\bar{4}$ - If $H$ is a normal subgroup of $G$, then $Na(H)=$ ------------ \\ - $H$ - $G$
- PPSC Paper 2021 (Lecturer in Mathematics)
- - $10$ - Let \(X\) and \(Y\) be Banach spaces. Then the product space \(X\times Y\), with the norm de... \(\leq x;\) be integrable function on \([0,4]\), then \(\displaystyle \int_{0}^{4}[x]dx \) is equal to:... of a Hilbert space \(H\) such that \(X \perp Y\), then \(X+Y\) is : \\ - A closed subspace - \(X... , n\). If \(\lim\limits_{n \to \infty} a_n=l>0\), then \(\lim\limits_{n \to \infty}(a_n\ldots a_1)^{\fra
- PPSC Paper 2015 (Lecturer in Mathematics)
- surface and \(V\) is the volume enclosed by \(S\) then \(\displaystyle \iint_{s}\underline{r}\cdot \unde... 1]\cup (1,3]\) and \(R\) with usual metric space. Then \(A^\circ=\) ------------- \\ - $A\setminus ... t \(A\) be finite subset of a metric space \(X\). Then \(A^d=\) ------------ \\ - Singleton set \(0... A\) - Let \(A\) be a finite subset of \(X,d\) then \(A\) is ----- \\ - Open set - Open as
- PPSC Mock Interview Lecturer Mathematics
- ology prepare krk aye hen.ye topology he kia) * Then again subject specialist: * Identical equations