Science

An Arithmetic Progression is a sequence of numbers in which the difference between consecutive terms is constant. This constant is called the common difference (d). The Arithmetic Mean between two numbersof an Andhra Pradesh is the number that lies exactly in the middle of them in an AP.

• Arithmetic Mean (A.M.) is given by:

$A.M. = \frac {a + b} {2}$

• If first term (a) and common difference (d) are known:

$S_n = \frac {n} {2} [2a + (n - 1)d]$

The Sequences and Series is introduced as Chapter 8 in Class 11 Maths. A sequence is defined as an ordered list of numbers following a specific pattern or rule, while a series is defined as the sum of the terms of a sequence. there are several key topics discussed in this chapter;

• Arithmetic Progression (AP): Arithmetic prograssion is a sequence in which a constant term is either added or substracted in consecutive term. Constant term is called common difference.

• Geometric Progression (GP): Geometric Progression is a sequence where each term is multiplied by a constant ratio.

To be eligible for admission to BVoc programme at Emversity School of Health Sciences, Srinagar, students must ensure to pass Class 12 with minimum 45% aggregate from a recognised board. After meeting this criteria, students can apply directly on the college's official website for admissions.

Candidates can pursue BVoc at Emversity School of Health Sciences, Srinagar though direct admission. Students must meet the following educational requirements to secure a seat to Emversity School of Health Sciences, Srinagar BVoc programme:

Yes, Emversity School of Health Sciences, Srinagar admissions are completely merit-based. There is no entrance exam required for admission to UG courses. Direct admission is offered to students who passed Class 12 from a recognised board. 

Emversity School of Health Sciences, Srinagar offers only one BVoc programme, which is divided into three specialisations. The programmes is offered in affiliation with Medhavi University. Admission to the course is completely merit-based.