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In your cover letter for student visa, the authorities will determine your intent to come to Germany and your financial stability for the same. Hence, always provide a suitable justification for the programme you are applying for, personal and academic background, your plans after completing your degree, your intent to return and sources of funding. Other than this, your reasons to apply for a particular university and country-specific reasons are also essential.

The simple answer would be 'no'. Your motivation letter is not your German student visa cover letter. The requirements of both the documents are entirely different. Your SOP can be personal, focused more on your exposure and interest in the subject, while your cover letter will emphasize on your reasons to study and financial stability. There will some overlap of information in university-specific reasons and goals; however, avoid copying the content from your SOP.

The format of your cover letter for student visa application for Germany should be the same as any formal letter. Use a Times New Roman font and keep the margins at normal on each side of the page. Start by mentioning your name, address, email id, and date of submission, followed by a formal address to the authorities along with subject line. Please use professional language throughout your letter.

Kindly consider the following figure

Given $P_n={\alpha }^n+{\beta }^n,P_{n-1}=11\&P_{n+1}=29$  

$P_n={\alpha }^{n-2}.{\alpha }^2+{\beta }^{n-2}.{\beta }^2.........\left(i\right)$                             

Now quadratic equation having roots a & b will be x² – (a + b)x + ab = 0

i.e.         x² – x – 1 = 0,     put x = a and put x = b

So          a² = a + 1           & b² = b + 1

(i)  $P_n={\alpha }^{n-2}\left(\alpha +1\right)+{\beta }^{n-2}\left(\beta +1\right)$    

$P_n=P_{n-1}+P_{n-2}$                        

-> ${P_n}^2=234$

Kindly consider the following figure

18 = 3² * 2

For G.C.D to be 3. no. of four digits should be only multiple of 3, but not multiple of 9 & also should not be even.

As we know no. of the form                         

9 k -> 1000

9 k + 1 -> 1000

9 k + 2 -> 1000

9 k + 3 -> 1000  -> Total no. = 2000

9 k + 4 -> 1000

9 k + 5 -> 1000

9 k + 6 ->1000

9 k + 7 -> 1000

9 k + 8 -> 1000

In which half will be even & half be odd so Required no. = 1000

Glycosidic linkage is present in lactose between C₁ of galactose & C₄ of glucose.

I am already admitted to another engineering college, but I wish to transfer and take admission to your college. Is it possible? I want to know if migration or lateral transfer is allowed after the first year or within the same semester. Please let me know about the eligibility, required documents, and the procedure for changing colleges under the same university or to a different one. Also, are there any fees or academic restrictions involved? I really want to continue my studies at your institution if the transfer is possible. Please guide me with the next steps.

The VSAT entrance exam is conducted to shortlist candidates for B.Tech and other UG courses at its university campus. The entrance exam evaluate candidates on the basis of their knowledge in academic and aptitude.

Given sequence is -16, 8, -4, 2, .

are in G.P. with first term a = -16 & common ratio r =   $\frac{-1}{2}$

Now $t_p=a{r}^{P-1}=-16{\left(-\frac{1}{2}\right)}^{p-1}\&t_q=a{r}^{q-1}=-16{\left(-\frac{1}{2}\right)}^{q-1}$  

So A.M. = -8 $\left[{\left(-\frac{1}{2}\right)}^{p-1}+{\left(\frac{-1}{2}\right)}^{q-1}\right]=\alpha \left(let\right)$

Given equation is 4x² – 9x + 5 = 0 gives $x=1,\frac{5}{4}$  

From roots we get possible value of b = 1 so

$16{\left(-\frac{1}{2}\right)}^{\frac{P+q-2}{2}}=1OR{\left(-\frac{1}{2}\right)}^{\frac{p+q-2}{2}}=\frac{1}{16}-{\left(-\frac{1}{2}\right)}^4$

$\Rightarrow \frac{p+q-2}{2}=4\Rightarrow p+q=10$       

The Uttar Pradesh Police Recruitment and Promotion Board is expected to release the official notification and application dates in its official exam calendar. The Board will release the official exam calendar on its official website. The candidates should note that the UP Police Constable admit card will be released ten days before the exam date.

Blood – Negatively charged colloid.

According to Hardy – Schulze Rule

FeCl₃ is more efficient for blood clotting

There are a number of Indian alumni who have Alliance Manchester Business School who have gone on to take on important roles in different sectors and made significant contribution to the respective industries. 
 
Some of the most notable Indian members of AMBS alumni network are: 
 
· Parineeti Chopra: Famous Bollywood Actress 
 
. Arundhuti Gupta: CEO of Mentor Together 
 
· Somdip Dey: Machine Learning Researcher 
 
· Vikas Shah: Chief Executive at Swiscot Group 
 
· Srijan Jinda: Chief Scientific Officer at PhenUtest Diagnostics 

Given curves $\frac{x^2}{9}+\frac{y^4}{4}=1.........\left(i\right)$  

&       $x^2+y^2=\frac{31}{4}...........\left(ii\right)$   

Equation of any tangent to (i) be y = mx +    $\sqrt[]{9m^2+4}............\left(iii\right)$

For common tangent (iii) also should be tangent to (ii) so by condition of common tangency

$9m^2+4=\frac{31}{4}\left(1+m^2\right)$          

OR 36m² + 16 = 31 + 31m²

->m² = 3

The Vignan's Foundation for Science, Technology & Research, organises the VSAT exam to shortlist candidates for B.Tech courses at its university.

Valium – Tranquilizer

Morphine – Analgesic

Norethindrone – Antifertility drug

Vitamin B₁₂ – Pernicious anaemia

Candidates must reach the PIM MAT exam centre one hour prior to the given exam timing. PIM MAT admit card wll mention the exam centre reporting time and exam timing. Candidates must make sure to check the estimated time arrival and plan their journey accordingly. Candidates will not be permitted to enter the exam centre beyond the given time.