Pixel Wannabe

Searching for Release Cord? You”re in luck. This page was made especially to help you find it! It features many different sources to get or learn about them, so be sure to scroll down the page all the way.

First, let”s start by searching Ebay for Release Cord:

[phpbay]Release Cord, 95, “18866″[/phpbay]

Question: How much can does it cost to repair a hood release?

1993 geo tracker (chevy made)

the cord is still attached to the hood part, but the wire is loose in the engine compartment and i lost the handle.

thanks if you know
i can also easily pick up parts at a junk yard

Answer: Labor starts at 45.00 an hour. Parts will be another issue.
But any good body shop should be able to make other years to work with your auto. But should always shop around for the best deal.

Another excellent place to find Release Cord is on Amazon… They have way more than just books!
[phpzon]Release Cord, 24, Photo[/phpzon]

Question: ball attached to the bone, blocking strikes, collisions?

I got a weird question that is giving me a run for my money …. A steel ball mass 0.950 kg is attached to a rope that is 58.0 centimeters long and fixed at the bottom. The ball is then released when the rope is horizontal. At the bottom of his path, the ball strikes a 4.80 kg steel block initially at rest on a surface of friction. The collision is elastic. Find (a) the speed of the ball and (b) the speed block, both immediately after the collision. Solution is more important than a simple answer, thanks to everyone posti.-Joe

Answer: a) VB1 = √ (2GH) = √ (2 * 9.8 *. 58) = 3.372 m / s. The velocity of the CM of 2 items just before collision is Vc = m1Vb1 / (m1 + m2) = .5864 m / s. This value will be constant during and after the collision. The speed of the ball away from the CM after the collision is VB2 '= VB1 / (1 + M1/M2) = 3.372 / (1 + ..95/4.8) = 2.815 m / s. Thus, its network of V is VB2 = VC – VB2 '= -2.229 m / s. b) For the speed of the block (subscript m), VM2 ' VB1 = / (1 + M2/M1). Take that value and add it to Vc to obtain the speed of the block VM2 = Vc + VM2 'all speeds are in the initial direction + the ball.

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