Mathematics, 27.12.2019 01:31 shines0
Find the arc length of the curve below on the given interval by integrating with respect to x. y = 4x + 2; [0, 3] (use calculus.) which of the following is a simplified form of the integral? integral_0^3 squareroot 1 + 16 x^2 dx integral_0^3 squareroot 17 dx integral_0^3 squareroot 5 dx integral_0^3 squareroot 1 + 4 x^2 dx the length of the curve is (type an exact answer, using radicals as needed.)
Answers: 2
.
is continuous on ![[a, b]](/tpl/images/0434/2467/58e5e.png)
, then the length of the curve 
,
, is
; [0, 3]
![L=\int _0^3\sqrt{17}dx=\left[\sqrt{17}x\right]^3_0=3\sqrt{17}](/tpl/images/0434/2467/f1314.png)
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Find the arc length of the curve below on the given interval by integrating with respect to x. y = 4...
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