Erikson’s stages of psychosocial development, as articulated in the second half of the 20th century by Erik Erikson in collaboration with Joan Erikson. Erikson’s psychosocial theory of development considers the impact of external factors, parents and society on personality development from childhood to adulthood. According to Erikson’s theory, every person must pass through a series […]

# Articles Tagged: OSSTET

## Educational Management: School Development Plan

Every SMC has to make an annual School Development Plan (SDP) as part of its school monitoring and assessment. It is up to each State to decide the format for SDPs but plans normally cover the following areas: School access – is the school within 1km (for Primary) and 3km (for Upper Primary) of all elementary-aged children in the community? School coverage – are all […]

## Educational Management: Concept, Importance, Scope and Types of Management

Educational management is a field of study and practice concerned with the operation of educational organizations. Educational management is centrally concerned with the purpose or aims of education. These purposes or goals provide the crucial sense of direction to underpin the management of educational institutions Concept of Educational Management Educational Management is a goal oriented […]

## Finding the constant term of Arithmetic Expression

Let us study the concept by finding the constant term in the expansion of (x3 – 1/x2)15 In (a + b)n the (r + 1)th term Tr+1 is given by –Tr+1 = nCr .an-r. br for r = 0, 1, 2, 3, 4, 5 … n Let constant terms occurs at (r+1)th term for ( x3 – […]

## Finding the Range of Trigonometric Expression

Explaining the concept by finding the range of 5 sinx + 12 cosx – 13 Comparing (5 sinx + 12 cosx) with (asinx + bcosx)a = 5b = 12√(a2 + b2) = √(52 + 122) = √(25 + 144) = √169 = 13 asinx + bcosx = √(a2 + b2)(asinx + bcosx) / √(a2 + b2) Putting values of a & b ==>5 sinx […]

## Inscribed Circle

Let us study a Circle inscribed in Equilateral Triangle and Square First let’s see the Circle in Equilateral Triangle By Pythagoras theorem in triangle BAP BA2 = AP2 + BP2 t2 = L2 + (t/2)2 L2 = 3t2 /4 L = √3 t/2 Again by Pythagoras theorem in triangle BOP BO2 = OP2 + BP2 (L – r) 2 = r 2 + (t/2) 2 r2 = (√3t/2 – r)2 – (t/2)2 […]

## Circumscribed Square

The square which is made in a circle such that all four vertices of a square touches circle is called Circumscribed square. By Pythagoras theorem in triangle BOC s2 = r2 + r2 s = √2r Areas In terms of radius ‘r’ In terms of side ‘s’ Area of square ABCD with side ‘s’ […]

## Circumscribed Triangle

The triangle which is made in a circle such that all three vertices of a triangle touches circle is called Circumscribed Triangle. Let us see the an example of Circumscribed equilateral triangle. By Pythagoras theorem in triangle BAP BA2 = AP2 + BP2 t2 = L2 + (t/2)2 L2 = 3t2 /4 L = √3 t/2 […]

## Taxes in middle age (India)

GhariGhari was tax on Houses. It was introduced by Allauddin Khilji. CharahCharah was tax on Grass lands used for grazing of animals.It was also introduced by Allauddin Khilji. KharazKharaz was tax levied on gross production of lands belonged to non – Muslims.It was introduced by Firoz Shah Tughlaq. UshrafUshraf was tax levied on gross production […]

## Sternberg’s Information Processing Theory of Intelligence

Information processing is the way an individual decides to go about performing a mental task or solve problems. Sternberg’s work has emphasized the importance of real-world problem-solving and reasoning, and encompasses a broader variety of skills. Sternberg propagated the following steps which he felt an individual uses while processing information. Encoding Inferring Mapping Application Justification […]