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COMPUTER SOFTWARE ENGINEERING - NBTE

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NID in Software Engineering (Draft)<br />

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functions applying<br />

reduction formula.<br />

2.15 State standard forms of<br />

some basic integrals.<br />

2.16 Calculate length of arc,<br />

area under a curve, area<br />

between two curves,<br />

volume of revolution,<br />

centre of gravity, centre<br />

of surface area, second<br />

moment and moment of<br />

inertia.<br />

2.17 Define Trapezoidal and<br />

Simpson's rule as<br />

methods of<br />

approximating areas<br />

under given curves.<br />

2.18 Find approximate area<br />

under a curve applying<br />

Trapezoidal method.<br />

2.19 Find approximate area<br />

under a curve applying<br />

Simpson's rule.<br />

2.20 Compare result obtained<br />

from Trapezoidal and<br />

2.7 Simpson's rules with the<br />

results by direct<br />

integration.<br />

2.8 2.18 Apply integration<br />

to kinematics.<br />

98

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