Given : log10 654 = 2.8156 log10 658 = 2.8182 log10 659 = 2.8189 log10 661 = 2.8202 Find say, Lagrange's formula. log10 656 using the interpolation formula available for observations at unequal intervals,

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Exponential And Logarithmic Functions
Section5.3: Properties Of Logarithms
Problem 1ECP: Evaluate log212 using the change-of-base formula and common logarithms.
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Given :
log10 654 = 2.8156
log10 658 = 2.8182
log10 659 = 2.8189
log10 661 = 2.8202
Find
say, Lagrange's formula.
log10 656 using the interpolation formula available for observations at unequal intervals,
Transcribed Image Text:Given : log10 654 = 2.8156 log10 658 = 2.8182 log10 659 = 2.8189 log10 661 = 2.8202 Find say, Lagrange's formula. log10 656 using the interpolation formula available for observations at unequal intervals,
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