Mathematics

Mathematics, 02.07.2019 06:00, isaiahmyers3410

What is $\lim _{x\to \: 0+}\left(\sin \left(x\right)\ln \left(x\right)\right)$

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Health, 30.07.2019 08:40, jdd0518

If latex: \delta def δ d e f has vertices with the coordinates d(9, -3), e(-6, 3), and f(3, 6), what are the vertices of latex: \delta d'e'f' δ d ′ e ′ f ′ under a dilation with a scale factor of latex: \frac{2}{3} 2 3 and the center at the origin. latex: d'\left(-4.5,\: 13.5\right).\: e'\left(4.5,\: -9\right),\: f'\left(9,\: 4.5\right) latex: d'\left(13.5,\: -4.5\right).\: e'\left(-9,\: 4.5\right),\: f'\left(4.5,\: 9\right) latex: d'\left(-2,\: 6\right).\: e'\left(2,\: -4\right),\: f'\left(4,\: 2\right) latex: d'\left(6,-2\right),\: e'\left(-4,\: 2\right),\: f'\left(2,\: 4\right)

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Mathematics, 03.09.2019 00:10, supchef

The stem plot shows the number of swimming laps completed by swim team members at a single practice. row 1 has a 5 to the left of the bar and 7, 9 to the right. row 2 has a 6 to the left of the bar and 1, 2, 3, 4 to the right. row 3 has a 7 to the left of the bar and 6, 6 to the right. row 4 has an 8 to the left of the bar and 2, 5, 9 to the right. row 5 has a 9 to the left of the bar and no numbers to the right. row 6 has a 10 to the left of the bar and no numbers to the right. row 7 has an 11 to the left of the bar and no numbers to the right. row 12 has a 12 to the left of the bar and a 5 to the right. key: 5|9 = 59 swimming laps which of the following is a correct statement about the distribution? (2 points) select one: a. there are no outliers. b. the distribution is symmetric. c. the center is around 80. d. the distribution is unimodal.

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Biology, 06.09.2019 19:30, candye625

Which of the following statements about the left ventricle is/are true? a. blood entering the left ventricle is usually quite low in its oxygen concentration. b. blood exits the left ventricle through the aortic valve into the aorta. c. the left ventricle contracts at the same time as the left atrium. d. the wall of the left ventricle is very thin but also is very strong. e. both b and d are correct.

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What is [tex]\lim _{x\to \: 0+}\left(\sin \left(x\right)\ln \left(x\right)\right)[/tex]...

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