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Grossmont College Phy US aday Fundamentals of Physics, 10 Agent Grade RON Downloadable Textbook FULL SCREEN PRINTER VERSION M
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Answer #1

given
m = 13 kg
theta = 26 degrees
spring constant, k = 230/0.013

= 17692 N/m
a) Let L is the total distance traveled by the block along the inclined surface before coming to momentarily stop.

increase in elastic potential energy stored in the spring = decrease in gravitational potential energy

(1/2)*k*x^2 = m*g*L*sin(theta)

==> L = (1/2)*k*x^2/(m*g*sin(theta))

= (1/2)*17692*0.059^2/(13*9.8*sin(26))

= 0.551 m (or) 55.1 cm <<<<<<------Answer

b) let v is the speed of the block just before tocuhing the spring.

(1/2)*m*v^2 = m*g*(L - x)*sin(theta(

v = sqrt(2*g*(l - x)*sin(theta))

= sqrt(2*9.8*(0.551 - 0.059)*sin(26) )

= 2.06 m/s <<<<<<------Answer

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