The body stretches the spring under the force of 40N. How much the spring will stretch if the stiffness coefficient is 8n / m.
February 20, 2021 | education
| F = 40 Newton – the force under which the spring is stretched;
k = 8 Newton / meter – coefficient of spring stiffness.
It is required to determine dx (meter) – the amount of spring elongation under the action of the force F.
To determine the amount of spring elongation, you must use the following formula (Hooke’s law):
F = k * dx, from here we find:
dx = F / k;
dx = 40/8 = 20/4 = 5 meters.
Answer: the spring will stretch 5 meters.
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