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
Grossmont College Phy US aday Fundamentals of Physics, 10 Agent Grade RON Downloadable Textbook FULL SCREEN PRINTER...
* Practice Assignment debook ORION Downloadable Textbook ssignment FULL SCREEN PRINTER VERSION BACK NEXT Question Rosco Taxi Service uses the units-of-activity method in computing depreciation on its taxicabs. Each cab is expected to be driven 142.000 miles. Taxi no. 10 cost $37,000 and is expected to have a salvage value of $740. Taxi no. 10 is driven 29.400 miles in year 1 and 20,700 miles in year 2. BE Calculate depreciation cost per mile using unit-of-activity method. (Round answer to...