Fundamental Laws of Logarithms – Part 1 1.For m, n > 0, a ≠ 1; Proof: Let and , …(1), ….(2), From equation (1) and (2), , , , , Hence proved. In general, if are positive real numbers, then, , 2. For m, n, a>0, a ≠ 1; . Proof: Let and …(1), ….(2), Read more about Fundamental Laws of Logarithms – Part 1[…]
Sam Higginbottom University of Agriculture, Technology and Sciences(SHUATS) 2020 Notification Sam Higginbottom University of Agriculture, Technology and Sciences, formerly Allahabad Agricultural Institute (SHUATS -2020), is a public autonomous university in Allahabad, India, run by ‘Sam Higginbottom Educational and Charitable Society, Allahabad. SHUATS inviting applications from all over india from the candidates who wish to join Read more about Sam Higginbottom University of Agriculture, Technology and Sciences(SHUATS) 2020 Notification[…]
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Line of Intersection of Two Planes Line of Intersection of Two Planes: Let two non-parallel planes be and now line of intersection of planes is perpendicular to vectors and . Therefore, line of intersection is parallel to vector . find the equation of the of intersection of plane and , then we find any point Read more about Line of Intersection of Two Planes[…]
AIIMS-B.Sc (H) Nursing/B.Sc Nursing (Post-Basic)/B.Sc (Paramedical Courses)-2020 All India Institute of Medical Sciences, New Delhi Online applications (Basic Registration followed by Generation of Code and Final Registration) for Entrance Examinations leading to admission in B.Sc(H) Nursing/B.Sc Nursing (Post-Basic)/B.Sc(Paramedical Courses)-2020 of AIIMS, New Delhi and Other AIIMS Who can apply for Basic Registration and are eligible Read more about AIIMS-B.Sc (H) Nursing/B.Sc Nursing (Post-Basic)/B.Sc (Paramedical Courses)-2020[…]
Emissive Power, Absorptive Power and Emissivity If temperature of a body is more than its surrounding then body emits thermal radiation. 1) Monochromatic Emittance or Spectral emissive power: For a given surface it is defined as the radiant energy emitted per sec per unit area of the surface with in a unit wavelength around i.e. Read more about Emissive Power, Absorptive Power and Emissivity[…]
Leibnitz’s Rule Leibnitz’s Rule: If f is a continuous function on [a, b], and u(x) and v(x) are differentiable function of x whose values lie in [a, b], then . Proof: Let d/dx(F(x)) = f(x) , , , . Example: If (where x > 0), then find dy/dx. Solution: , , , , , , Read more about Leibnitz’s Rule[…]
Streamline, Laminar and Turbulent Flow 1) Stream Line Flow: Stream line flow of a liquid is that flow in which each element of the liquid passing through a point travels along the same path and with the same velocity as the preceding element passes through that point. A streamline may be defined as the path, Read more about Streamline, Laminar and Turbulent Flow[…]
Limits of the Form – 1. , 2. . If Then , , , . Example: Evaluate Solution: , , , , , , , , . Share Tweet View Email Print Follow