Describe how actin and myosin work together during muscle contraction

What will be an ideal response?


When an action potential arrives at a muscle cell, calcium ions are released from the muscle cell's endoplasmic reticulum. Calcium ions allow a series of pivoting heads on the myosin fibers to attach to actin. The myosin heads attach and pivot, pulling on actin. Each pull shortens the length of the sarcomere a tiny bit—about 10 nanometers—and, consequently, the length of the muscle as a whole. After pulling, the myosin heads release, recock, reattach, and pull again. This cycle repeats until the signal to contract ends or until the muscle has fully contracted. Muscle contractions require energy. ATP is required for the myosin heads to release actin, an essential step in the contraction cycle.

Environmental & Atmospheric Sciences

You might also like to view...

What does the name Placoderm mean?

A)plate-skinned B)bony skin C)scaly skin D)spiny skin E)fleshy skin

Environmental & Atmospheric Sciences

A restriction on behavior imposed by social custom is a

A) folk culture. B) habit. C) popular culture. D) taboo. E) tariff.

Environmental & Atmospheric Sciences

The MOST likely disaster in a nuclear power plant is that

A. Nuclear fusion would get out of control and cause explosions B. The plant would explode like a nuclear bomb C. Cooling systems could fail, causing rapid overheating D. Fuel rods could fail to maintain chain reactions E. All of these are equally likely

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences