A wire hung between two poles is parabolic in shape to find


Question: Solve the given problems by use of an appropriate sequence or expansion. All numbers are accurate to at least two significant digits.

A wire hung between two poles is parabolic in shape. To find the length of wire between two points on the wire, the expression √(1 + 0.08x2) is used. Find the first three terms of the binomial expansion of this expression.

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Mathematics: A wire hung between two poles is parabolic in shape to find
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