Computers and Technology, 05.10.2019 12:00 shaylawhitacre

Suppose that you have the task of measuring the lengths of a river and a pipe and come up with 4,999 m and 9 m, respectively. if the true values are 5,000 m and 10 m, respectively, compute (a) the absolute true error and (b) the relative true error for each case. what conclusions can you make regarding the measurements?

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Answer from: Quest

Answer eccentric gear and pin;

Answer from: Quest

Hypothesis: volumes of both figures are equal.the volume of figure 1 is: $v_1=a_{basis}\cdot h=\frac{1}{2} \cdot 5\cdot7\sin \alpha\cdot 8=280\sin \alpha$ .the volume of figure 2 is: $v_2=a\cdotb\cdotc=5\cdot7\cdot8=280$ .since $0\le \alpha\le \pi$ , you can conclude that $0\le\sin\alpha\le1$ and $0\le v_1\le 140$ . so, $v_1\le v_2$ .volumes of figures are equal only when an angle in the basis is right (then figures will be the same), in another cases volume of figure 1 is less than volume of figure 2.the hypothesis was not correct in all cases.

Answer from: Quest

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Answer from: Quest

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Suppose that you have the task of measuring the lengths of a river and a pipe and come up with 4,999...