Table 1 Temperature as a function of resistance. R (ohm) T (°C) 1101.0 11.3 911.3 20.131 636.0 35.120 451.1 48.128 Determine the temperature corresponding to 754.8 ohms using Newton's divided difference method of interpolation and a 3rd order polynomial.

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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Table 1 Temperature as a function of resistance.
R (ohm)
T (°C)
1101.0
11.3
911.3
20.131
636.0
35.120
451.1
48.128
Determine the temperature corresponding to 754.8 ohms using Newton's divided difference
method of interpolation and a 3rd order polynomial.
Transcribed Image Text:Table 1 Temperature as a function of resistance. R (ohm) T (°C) 1101.0 11.3 911.3 20.131 636.0 35.120 451.1 48.128 Determine the temperature corresponding to 754.8 ohms using Newton's divided difference method of interpolation and a 3rd order polynomial.
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