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Presented by
Anil Pokhrel
Bsccsit
3 semester
1
Introduction to error
๏‚— Numerical errors arise from the use of approximations
to represent exact mathematical operations:
TRUE VALUE = APPROXIMATION + ERROR
or,
ERROR (E) = TRUE VALUE โ€ APPROXIMATION
2
3
DIFFERENT TYPES OF ERROR
4
5
6
7
8
Rounding off:
๏‚— The error caused due to cut-off a large number
into usable number of figure is called round-off
error.
9
๏‚— To round off a number to n-significant digits, discard
all digits to the right of the nth digit if this discarded
number is:
๏‚— - Exactly half a unit in the nth place, increase the nth
digit by unity if it is odd; otherwise leave it unchanged.
๏‚— Examples:
๏‚— Following numbers are rounded off to four
significant figures.
1.6583(1.658), 30.0567(30.06), 0.859378(0.8594),
3.14159(3.142)
10
Reference
๏‚— https://en.wikibooks.org/wiki/Numerical_Methods/Er
rors_Introduction
๏‚— http://www.unistudyguides.com/wiki/Introduction_to
_Numerical_Methods
๏‚— Dr.B.S. Grewal -- Numerical Methods with programs
in C and C++
11
12

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