15. A small block starts sliding down from point A on a slide of irregular shape as shown in the figure. Here x and y-axes represent the horizontal ym and the vertical directions respectively. Coefficient of friction between the slide and the block is 0.6 everywhere. Radius of curvature of the slide everywhere is large enough and speed of the block is small enough so that normal component of acceleration becomes negligible as compared to acceleration of free fall. At which point may the block stop? 4. 12 -4 (a) (5, –8) (c) (12, –6) (b) (10, –8) (d) Insufficient information
15. A small block starts sliding down from point A on a slide of irregular shape as shown in the figure. Here x and y-axes represent the horizontal ym and the vertical directions respectively. Coefficient of friction between the slide and the block is 0.6 everywhere. Radius of curvature of the slide everywhere is large enough and speed of the block is small enough so that normal component of acceleration becomes negligible as compared to acceleration of free fall. At which point may the block stop? 4. 12 -4 (a) (5, –8) (c) (12, –6) (b) (10, –8) (d) Insufficient information
College Physics
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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Transcribed Image Text:15. A small block starts sliding down from point A on a slide of irregular
shape as shown in the figure. Here x and y-axes represent the horizontal ym
and the vertical directions respectively. Coefficient of friction between
the slide and the block is 0.6 everywhere. Radius of curvature of the slide
everywhere is large enough and speed of the block is small enough so
that normal component of acceleration becomes negligible as compared
to acceleration of free fall. At which point may the block stop?
x/m
4
12
-4
(a) (5, –8)
(c) (12, –6)
(b) (10, -8)
(d) Insufficient information
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