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Chapter 8 Test Form 2b Answer Key

Chapter 8 Test Form 2b Answer Key

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okay let's take a look at number two in section 8.2 we're going to calculate the arc length of this function this curve over the interval from 1 to 7e interesting range of values there fairly complicated looking function it's got a quadratic uh polinomial term and a logarithmic function so what's going on here well remember the formula for Arc Length we derived this um in class the arc length is the integral in this case from 1 to 7 e that's the values of A and B of the squ < TK of 1 plus the derivative squared so we want to find the derivative of this first fun of this function first and then we can see what the integral will be if I take the Der of 1/4 x^2 that's pretty easy bring the two down I get 24s or 12 x the 1st by the power rule and the Der of natural log of x is just 1 /x so I get 1 over uh 12 * 1 x uh 1 overx rather so simplifying that I get to to this now I do want to square that so I want to look at 12x minus 1 over 2

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